Tutorials. Fix for a bug in the tracing tutorials.

diff --git a/share/tutorials/tutorial-tracing.ca.svg b/share/tutorials/tutorial-tracing.ca.svg
index 7861a85583bb20f337874f6d4ad9163a2d334dc2..78d9cdce2b548498c15f72b9e311d278e3e018ad 100644 (file)
--- a/share/tutorials/tutorial-tracing.ca.svg
+++ b/share/tutorials/tutorial-tracing.ca.svg
@@ -57,7 +57,7 @@
   <flowRegion id="flowRegion44">
    <use id="use46" xlink:href="#d0e10" height="3962.5" width="320" y="0" x="0"/>
   </flowRegion>
-  <flowDiv id="flowDiv48" xml:space="preserve">Una de les característiques de l'Inkscape és una eina per a vectoritzar una imatge de mapa de bits en un element <path&gt; per al vostre dibuix SVG. Aquestes breus notes us permetran familiaritzar-vos-hi.  </flowDiv>
+  <flowDiv id="flowDiv48" xml:space="preserve">Una de les característiques de l'Inkscape és una eina per a vectoritzar una imatge de mapa de bits en un element &lt;path> per al vostre dibuix SVG. Aquestes breus notes us permetran familiaritzar-vos-hi.  </flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="76.568" x="10"/>
  <flowRoot id="flowRoot51" style="writing-mode:lr-tb;text-anchor:start;" font-family="serif" font-size="8.39999962px" line-height="133.00000429%" font-style="normal" font-weight="normal" fill="#000000">
@@ -85,14 +85,14 @@
   <flowRegion id="flowRegion82">
    <use id="use84" xlink:href="#d0e28" height="3962.5" width="320" y="0" x="0"/>
   </flowRegion>
-  <flowDiv id="flowDiv86" xml:space="preserve">Generalment, quant més píxels foscos hi hagi al mapa de bits intermedi, més traçats farà el Potrace.  A mida que creix el nombre de traçats, es requerirà més temps de CPU, i l'element <path&gt; serà més gran.  Se suggereix que l'usuari experimenti primer amb imatges intermèdies més clares, fent-les més fosques progressivament per a obtenir la proporció i complexitat desitjats del camí de sortida. </flowDiv>
+  <flowDiv id="flowDiv86" xml:space="preserve">Generalment, quant més píxels foscos hi hagi al mapa de bits intermedi, més traçats farà el Potrace.  A mida que creix el nombre de traçats, es requerirà més temps de CPU, i l'element &lt;path> serà més gran.  Se suggereix que l'usuari experimenti primer amb imatges intermèdies més clares, fent-les més fosques progressivament per a obtenir la proporció i complexitat desitjats del camí de sortida. </flowDiv>
  </flowRoot>
  <rect id="d0e31" display="none" height="1000px" width="288" y="304.1" x="10"/>
  <flowRoot id="flowRoot89" style="writing-mode:lr-tb;text-anchor:start;" font-family="serif" font-size="8.39999962px" line-height="133.00000429%" font-style="normal" font-weight="normal" fill="#000000">
   <flowRegion id="flowRegion91">
    <use id="use93" xlink:href="#d0e31" height="3962.5" width="320" y="0" x="0"/>
   </flowRegion>
-  <flowDiv id="flowDiv95" xml:space="preserve">Per a usar el vectoritzador, carregueu o importeu una imatge, seleccioneu-la i seleccioneu l'element <flowSpan id="flowSpan97" font-family="sans serif">Camins &gt; Vectoritza un mapa de bits</flowSpan>, o <flowSpan id="flowSpan99" font-weight="bold">Maj+Alt+B</flowSpan>.  </flowDiv>
+  <flowDiv id="flowDiv95" xml:space="preserve">Per a usar el vectoritzador, carregueu o importeu una imatge, seleccioneu-la i seleccioneu l'element <flowSpan id="flowSpan97" font-family="sans serif">Camins > Vectoritza un mapa de bits</flowSpan>, o <flowSpan id="flowSpan99" font-weight="bold">Maj+Alt+B</flowSpan>.  </flowDiv>
  </flowRoot>
  <text id="tracing-f01.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 341.424712) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01.svgtspan7001" sodipodi:role="line" y="99.753128" x="101.47987">opcions principals en el diàleg de vectorització</tspan></text>
  <image id="tracing-f01.svgimage2577" width="189.28" xlink:href="potrace.png" transform="translate(10, 341.424712) " height="91.738" sodipodi:absref="/export/SVN/doc-inkscape/no-po/potrace.png" display="block" y="-0.000017236" x="65.359"/>
@@ -178,7 +178,7 @@
   <flowRegion id="flowRegion218">
    <use id="use220" xlink:href="#d0e116" height="3962.5" width="320" y="0" x="0"/>
   </flowRegion>
-  <flowDiv id="flowDiv222" xml:space="preserve">Després de vectoritzar es suggereix que l'usuari provi <flowSpan id="flowSpan224" font-family="sans serif">Camí &gt; Simplifica</flowSpan> (<flowSpan id="flowSpan226" font-weight="bold">Ctrl+L</flowSpan>) al camí de sortida, per a reduir el nombre de nodes.  Això pot fer que la sortida del Potrace sigui molt més fàcil d'editar.  Per exemple, aquí hi ha un traçat típic del vell tocant la guitarra: </flowDiv>
+  <flowDiv id="flowDiv222" xml:space="preserve">Després de vectoritzar es suggereix que l'usuari provi <flowSpan id="flowSpan224" font-family="sans serif">Camí > Simplifica</flowSpan> (<flowSpan id="flowSpan226" font-weight="bold">Ctrl+L</flowSpan>) al camí de sortida, per a reduir el nombre de nodes.  Això pot fer que la sortida del Potrace sigui molt més fàcil d'editar.  Per exemple, aquí hi ha un traçat típic del vell tocant la guitarra: </flowDiv>
  </flowRoot>
  <text id="tracing-f05.svgtext2879" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1276.2703314999997) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="128.14566" x="81.327339" font-family="sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f05.svgtspan2880" y="128.14566" x="81.327339" sodipodi:role="line">Imatge original</tspan></text>
  <text id="tracing-f05.svgtext2882" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1276.2703314999997) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="124.44067" x="227.33034" font-family="sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f05.svgtspan2883" y="124.44067" x="227.33034" sodipodi:role="line">Imatge vectoritzada / Camí de sortida</tspan><tspan id="tracing-f05.svgtspan2893" y="130.44067" x="227.33034" sodipodi:role="line">(1.551 nodes)</tspan></text>

diff --git a/share/tutorials/tutorial-tracing.de.svg b/share/tutorials/tutorial-tracing.de.svg
index eb9ee9f1e2f4e8de52e1f658ffa4e9f3cd8ca41d..c181f053a039e711a7ad7f00217f522ddba704eb 100644 (file)
--- a/share/tutorials/tutorial-tracing.de.svg
+++ b/share/tutorials/tutorial-tracing.de.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Inkscape beinhaltet ein Werkzeug, mit dem Sie ein Bitmap-Bild in ein <Pfad&gt;-Element Ihrer SVG-Zeichnung umwandeln können. Diese kurzen Ausführungen sollen Ihnen dabei helfen, damit vertraut zu werden.</flowDiv>
+  <flowDiv xml:space="preserve">Inkscape beinhaltet ein Werkzeug, mit dem Sie ein Bitmap-Bild in ein &lt;Pfad>-Element Ihrer SVG-Zeichnung umwandeln können. Diese kurzen Ausführungen sollen Ihnen dabei helfen, damit vertraut zu werden.</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="76.568" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Generell kann man sagen, je höher der Anteil dunkler Pixel im Zwischenbild-Bitmap ist, desto höher ist die Vektorisierungsleistung von potrace. Steigt der Vektorisierungsanteil, wird der CPU eine höhere Rechenleistung abverlangt und dadurch wird auch das <Pfad&gt;-Element sehr viel größer. Um die gewünschte Proportion und Komplexität des Ergebnispfades zu erreichen, raten wir dem Benutzer, zuerst mit einem schwächer schwarzgefärbten Zwischenbild zu experimentieren, und gegebenenfalls den Schwarzanteil graduell zu erhöhen.</flowDiv>
+  <flowDiv xml:space="preserve">Generell kann man sagen, je höher der Anteil dunkler Pixel im Zwischenbild-Bitmap ist, desto höher ist die Vektorisierungsleistung von potrace. Steigt der Vektorisierungsanteil, wird der CPU eine höhere Rechenleistung abverlangt und dadurch wird auch das &lt;Pfad>-Element sehr viel größer. Um die gewünschte Proportion und Komplexität des Ergebnispfades zu erreichen, raten wir dem Benutzer, zuerst mit einem schwächer schwarzgefärbten Zwischenbild zu experimentieren, und gegebenenfalls den Schwarzanteil graduell zu erhöhen.</flowDiv>
  </flowRoot>
  <rect id="d0e31" display="none" height="1000px" width="288" y="357.4" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Laden oder importieren Sie das Bild, das Sie vektorisieren wollen, markieren es, und wählen <flowSpan font-family="sans serif">Pfad &gt; Bitmap vektorisieren</flowSpan>, oder <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Laden oder importieren Sie das Bild, das Sie vektorisieren wollen, markieren es, und wählen <flowSpan font-family="sans serif">Pfad > Bitmap vektorisieren</flowSpan>, oder <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
  </flowRoot>
  <text id="tracing-f01-de.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 402.91005199999995) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-de.svgtspan7001" y="99.753128" x="101.47987" role="line">Hauptoptionen des Vektorisierungsdialogs</tspan></text>
- <image id="tracing-f01-de.svgimage2577" sodipodi:absref="/potrace-de.png" xlink:href="data:image/png;base64,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" transform="translate(10, 402.91005199999995) " height="91.738" width="189.28" display="block" y="-0.000017236" x="65.359"/>
+ <image id="tracing-f01-de.svgimage2577" sodipodi:absref="/potrace-de.png" xlink:href="potrace-de.png" transform="translate(10, 402.91005199999995) " height="91.738" width="189.28" display="block" y="-0.000017236" x="65.359"/>
  <rect id="d0e50" display="none" height="1000px" width="288" y="515.89" x="10"/>
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   <flowRegion>
@@ -121,7 +121,7 @@
  <text id="tracing-f02-de.svgtext1823" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 639.7381088) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.154671" x="69.581543" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-de.svgtspan1824" y="97.154671" x="69.581543" role="line">Originalbild</tspan></text>
  <text id="tracing-f02-de.svgtext1826" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 639.7381088) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="158.69894" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-de.svgtspan1827" y="97.378670" x="158.69894" role="line">Helligkeitsgrenzwert</tspan><tspan id="tracing-f02-de.svgtspan1829" y="103.37867" x="158.69894" role="line">Gefüllt, ohne Umriss</tspan></text>
  <text id="tracing-f02-de.svgtext1483" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 639.7381088) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="244.99974" font-family="Bitstream Vera Sans" fill="#000000"><tspan id="tracing-f02-de.svgtspan1488" y="97.378670" x="244.99974" role="line">Helligkeitsgrenzwert</tspan><tspan id="tracing-f02-de.svgtspan1490" y="103.37867" x="244.99974" role="line">Umriss, nicht gefüllt</tspan></text>
- <image id="tracing-f02-de.svgimage1881" sodipodi:absref="/tux.png" 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@@ -142,7 +142,7 @@
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diff --git a/share/tutorials/tutorial-tracing.es.svg b/share/tutorials/tutorial-tracing.es.svg
index 106e48a6b72fab488e15eb0897a85002069acc2a..8c5de67e2f69c909226fadc773b840d3ffa1c9fc 100644 (file)
--- a/share/tutorials/tutorial-tracing.es.svg
+++ b/share/tutorials/tutorial-tracing.es.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Una de las funciones de Inkscape es una herramienta para vectorizado de imágenes de mapas de bits en un <trazo&gt; elemento para el dibujado de SVG. Estas cortas notas le ayudarán a conocer como trabaja esto.</flowDiv>
+  <flowDiv xml:space="preserve">Una de las funciones de Inkscape es una herramienta para vectorizado de imágenes de mapas de bits en un &lt;trazo> elemento para el dibujado de SVG. Estas cortas notas le ayudarán a conocer como trabaja esto.</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="76.568" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Generalmente los pixeles más oscuros en un mapa de bit intermedio, es el mayor trazo que Potrace puede desarrollar. A mayor cantidad de trazos, más tiempo la CPU requerira y el elemento <trazo&gt; se convertirá en uno más grande. Se sugiere que los usuarios experimenten primero con imágenes intermédias clara, configurando gradualmente la opacidad para obener la proporción y complejidad del trazo resultante.</flowDiv>
+  <flowDiv xml:space="preserve">Generalmente los pixeles más oscuros en un mapa de bit intermedio, es el mayor trazo que Potrace puede desarrollar. A mayor cantidad de trazos, más tiempo la CPU requerira y el elemento &lt;trazo> se convertirá en uno más grande. Se sugiere que los usuarios experimenten primero con imágenes intermédias clara, configurando gradualmente la opacidad para obener la proporción y complejidad del trazo resultante.</flowDiv>
  </flowRoot>
  <rect id="d0e31" display="none" height="1000px" width="288" y="327.62" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Para usar el vectorizado, cargue o importe una imágen, selecciónela, y seleccione <flowSpan font-family="sans serif">Trazo &gt; Vectorizar un mapa de bits</flowSpan>, o <flowSpan font-weight="bold">Mayus+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Para usar el vectorizado, cargue o importe una imágen, selecciónela, y seleccione <flowSpan font-family="sans serif">Trazo > Vectorizar un mapa de bits</flowSpan>, o <flowSpan font-weight="bold">Mayus+Alt+B</flowSpan>.</flowDiv>
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  <text id="tracing-f01-es.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 364.45534) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-es.svgtspan7001" y="99.753128" x="101.47987" role="line">Main options within the Trace dialog</tspan></text>
- <image id="tracing-f01-es.svgimage2577" sodipodi:absref="/potrace-es.png" 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diff --git a/share/tutorials/tutorial-tracing.eu.svg b/share/tutorials/tutorial-tracing.eu.svg
index 25bd08a7e5f9705a9af8c67d41621d97f4696c27..cffac148ea22eb0ea421b51cf0194a3bc50c2ee9 100644 (file)
--- a/share/tutorials/tutorial-tracing.eu.svg
+++ b/share/tutorials/tutorial-tracing.eu.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
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-  <flowDiv xml:space="preserve">SVG marrazkietarako bit-mapa irudi bat <bide&gt; elementu batean bektorizatzeko tresna Inkscape-ren ezaugarrietako bat da. Ohar labur hauek bere erabilpenean trebatzen lagundu beharko lizukete.</flowDiv>
+  <flowDiv xml:space="preserve">SVG marrazkietarako bit-mapa irudi bat &lt;bide> elementu batean bektorizatzeko tresna Inkscape-ren ezaugarrietako bat da. Ohar labur hauek bere erabilpenean trebatzen lagundu beharko lizukete.</flowDiv>
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@@ -85,7 +85,7 @@
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    <use y="0" x="0" xlink:href="#d0e28"/>
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-  <flowDiv xml:space="preserve">Orokorrean, gero eta pixel ilun gehiago egon tarteko bit-mapan, Potrace-k bektorizazio gehiago burutuko du. Bektorizatze kopurua gora doan heinean, PUZ gehiago beharko da, eta <bide&gt; elementua askoz handiagoa izango da. Gomendagarria da erabiltzaileak tarteko irudi argiagoekin saiatzea lehenbizi, gradualki ilunagoetara pasatuz helburuko bidearen proportzio eta konplexutasuna lortu arte.</flowDiv>
+  <flowDiv xml:space="preserve">Orokorrean, gero eta pixel ilun gehiago egon tarteko bit-mapan, Potrace-k bektorizazio gehiago burutuko du. Bektorizatze kopurua gora doan heinean, PUZ gehiago beharko da, eta &lt;bide> elementua askoz handiagoa izango da. Gomendagarria da erabiltzaileak tarteko irudi argiagoekin saiatzea lehenbizi, gradualki ilunagoetara pasatuz helburuko bidearen proportzio eta konplexutasuna lortu arte.</flowDiv>
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@@ -95,7 +95,7 @@
   <flowDiv xml:space="preserve">Bektorizatzailea erabiltzeko, irudi bat kargatu edo inportatu, hautatu, eta <flowSpan font-family="sans serif">Bektorizatu bit-mapa</flowSpan> elementua aukeratu edo <flowSpan font-weight="bold">Shift+Alt+B</flowSpan> sakatu.</flowDiv>
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  <text id="tracing-f01-eu.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 351.303621) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-eu.svgtspan7001" y="99.753128" x="101.47987" role="line">Main options within the Trace dialog</tspan></text>
- <image id="tracing-f01-eu.svgimage2577" sodipodi:absref="/potrace-eu.png" 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diff --git a/share/tutorials/tutorial-tracing.fa.svg b/share/tutorials/tutorial-tracing.fa.svg
index 1d6ec9d5c58f89d5d10c840ee9fc54b76ef6abfd..894636f62f9b2aa236aac0052ef5e4c921bfa889 100644 (file)
--- a/share/tutorials/tutorial-tracing.fa.svg
+++ b/share/tutorials/tutorial-tracing.fa.svg
@@ -180,7 +180,7 @@
   <flowRegion id="flowRegion2601">
    <use id="use2603" xlink:href="#d0e116" height="3962.5" width="320" y="0" x="0"/>
   </flowRegion>
-  <flowDiv id="flowDiv2605" xml:space="preserve">بعد از ترسیم کردن، پیشنهاد می‌شود که کاربر Path-&gt;Simplify کلیدهای (<flowSpan id="flowSpan2915" style="text-anchor:start;text-align:start;" font-weight="bold">Ctrl+L</flowSpan>) را روی مسیر خروجی امتحان کند. این می‌تواند ویرایش خروجی Potrace را خیلی آسان‌تر کند. به عنوان مثال، اینجا یک ترسیم نمونه از مرد مسنی در حال نواختن گیتار آمده است:</flowDiv>
+  <flowDiv id="flowDiv2605" xml:space="preserve">بعد از ترسیم کردن، پیشنهاد می‌شود که کاربر Path->Simplify کلیدهای (<flowSpan id="flowSpan2915" style="text-anchor:start;text-align:start;" font-weight="bold">Ctrl+L</flowSpan>) را روی مسیر خروجی امتحان کند. این می‌تواند ویرایش خروجی Potrace را خیلی آسان‌تر کند. به عنوان مثال، اینجا یک ترسیم نمونه از مرد مسنی در حال نواختن گیتار آمده است:</flowDiv>
  </flowRoot>
  <text id="tracing-f05.svgtext2879" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="normal" display="block" sodipodi:linespacing="100%" font-variant="normal" font-size="6px" font-stretch="normal" line-height="100%" font-style="normal" y="1452.416" x="91.327339" font-family="DejaVu Sans Mono" xml:space="preserve" fill="#000000"><tspan id="tracing-f05.svgtspan2880" y="1452.416" x="91.327339" sodipodi:role="line">تصویر اصلی</tspan></text>
  <text id="tracing-f05.svgtext2882" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="normal" display="block" sodipodi:linespacing="100%" font-variant="normal" font-size="6px" font-stretch="normal" line-height="100%" font-style="normal" y="1448.7109" x="237.33034" font-family="DejaVu Sans Mono" xml:space="preserve" fill="#000000"><tspan id="tracing-f05.svgtspan2893" y="1448.7109" x="237.33034" sodipodi:role="line">تصویر رسم شده </tspan><tspan id="tspan2925" y="1454.7109" x="237.33034" sodipodi:role="line">/ مسیر خروجی (۱۵۵۱ گره)</tspan></text>

diff --git a/share/tutorials/tutorial-tracing.fr.svg b/share/tutorials/tutorial-tracing.fr.svg
index 7e8ce3064c3445db4b42cd80b2cadfeaac62106d..f8f53fe1c74a8f050a2ee379a35ebecdce8d2966 100644 (file)
--- a/share/tutorials/tutorial-tracing.fr.svg
+++ b/share/tutorials/tutorial-tracing.fr.svg
@@ -92,10 +92,10 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Pour utiliser l'outil de vectorisation, ouvrez ou importez une image, sélectionnez-la, et lancez la commande <flowSpan font-family="sans serif">Chemin &gt; Vectoriser le bitmap</flowSpan> ou appuyez sur <flowSpan font-weight="bold">Maj+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Pour utiliser l'outil de vectorisation, ouvrez ou importez une image, sélectionnez-la, et lancez la commande <flowSpan font-family="sans serif">Chemin > Vectoriser le bitmap</flowSpan> ou appuyez sur <flowSpan font-weight="bold">Maj+Alt+B</flowSpan>.</flowDiv>
  </flowRoot>
  <text id="tracing-f01-fr.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 387.54963499999997) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-fr.svgtspan7001" y="99.753128" x="101.47987" role="line">Options principales de vectorisation</tspan></text>
- <image id="tracing-f01-fr.svgimage2577" sodipodi:absref="/potrace-fr.png" 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suP3x2Z487+36e2EJ2/oX3DluupL54EeOqpqj876kXAFZuYrbZ6qSHmen/HnQvObQq4Z1AOdvkZ1RsjJKd3ALDIJAWqw/CK3t1/q/o933+MNJy2XNuxwynHh2IOLxqd9fZ0w1y/s3nAoDBkwkiZvGnwjIeRc/WZ3WoLVXBQW520hW8z+pp9rpUgrrRqIUzuqReypURF7kZpVExnr/Gt7+eKoGkaTlxCp1iGLhyiq2u5GOvkrSPXAAAAOTuM1ZOte5CJnex8lvpTb51Pke6ImUskbg2Ylxl4tBzc87+S/BeM9NRj0rq0Md90XwbsYUUo9nLJphpErFNlK9kvYpQMVmwcrK1DpVA1rKZPLV3afonrnK2yc3YhDFKdrLyhkEgDfnqReZw2BkZTysry8UfXW3JoCZtvr05AAAAqoGz9/aIkV1xosqnsRu3xd/KLpP8sGFsa0UAqJmF7gzYuXf3nN35FWrmU1ZFLHXTJVDkHRRUffic9/cYm71ftcaWKeNOkpuxgTNFVVtNsoU7BkfCE1S7qH79iEP4kvKImkZaknwErd6dOBnVQulllxKWKEJQVcTpNKBLo02R8B30NPDNlC/6jnoBADiqVn1j8SQcyhcpaZvcjE10gpKd3GT5KSlX4TUGaTC1wGA6dOjUt695A/V5/jxNU7NL//4DCAQiAAAwbwB1m73XG/7sczJ2hCUSF+z5x7W3phoRW3phyuj/iYdeBwvvDTHeGxBu4a1I/w17/3DZaqsi7yChg35X4yUxp6Z3b+L2mbyM39BQfll+qWCYBgEAICjNr6ToqOMBqBcgpSxRAKGDHqUyp0RSeMPOba58rlI9QMCIeEJU/OqvqLa0VtQKtslNLN+YVrqJPnq0F7zeIA1WUgjy9m1ufv5rQ8PeX8dcaelnS0s7FEXZ7FoURQFL3mIAFXIFWLKKmioFyytOP7999wuWIQAA1D7dsvW5vb+nUw9y3T7nCg6SjSe5C4PWxxitmWyvT6zKf5B0Is1yZVh/Vala5Gb8BrgfY7fFO26dZAKy47fFswfuolGkritlLBE7Voed9JNRYTLNcyg/aNNRmwhfa5XC68f+6Row30amdoXlK1EvWd9WK+/4389sZphTy58nhe9/zTZSttXK2Naska001NrCy4OQtkbXrno5OS/NzGyx0pqExxOEQkFTF7uKRciqAfmbPPpbWNt5bn7aY1RvsU+BSp9oW358zh9WFg6jt34cvj7EUkXBQUDqG3xos032Xz4DLSzshy/8u7K/Zz8Zt478jC2H2nt8r0dLh9pZDZxzTiNoX6hFw3qUsEQhFLPF+1f0frBihIPlwAVXKAN6UxqnUVS+EvUSDKdsnqN9ad4gS2tbz63P+3rSWrCDtTK2tUonQCDftvgCCIKQSCTJrvJXriSTyeTRo71+nx8ruXMWCATSBkhJuTp6tBd8Bg4CgfwaoPpAIJBfA/63bRl8BQkCgXMfCAQCgeoDgUDgygsCgbQQoVDI5/NEova31wQWiyORSHg8HqoPBNIupaeiouzmzRsFBQUI0lYEqGtXHSWkB9uli/agQa4kEklaOqH6QCDtAz6fd/v2LSMj2vjxkzFtZlfS+Pi4kJAVzVnOffLk0cOH90eN8mCzWVB9IJB2hkgk+vDhvYfHhG7dDNqYaWjTi0EcDm9rax8dvQeLxcGVFwTSLkEQEabt7cWOoiiKIjKLRFkXDx4nEiEYTIOAyfCeFwQCaQ39qYPBYLi4DGQwGGhDGmdTSn0QBOGy+MxKVnVZbXV5Lauaw+MIYChhCAQCAEBRIC09kyZ5v3v3ftIkbxkB+hb14XMFVSXM1NQnSecTDsftOxy770zy6fS0p7VVLKHg5zremSm+tv43md+d5tsSQyC/ZEi3j5kPgqIIg8GYMmVqaGhIXl5OaGjIlClTGQyG+CuZpZlS6sPnCkqKS89dSqioLpsw0Ts8PDI8PNLTc3Jp+ZfEc6erKqpkVnf/0TPUuhY2W5rg09kgN68dab9hgDAoOu155RURsW3lyjB//2lkMsnff9rKlWEREdu+ce6DIAirhvPvnasODk6BgXN79jQiEklEIqlXr96Bs+b17+94/eYVEoki40mqR1TNOLV2hpudGY1Gp/V1HjFjQ+y9At43LNfUXE+kxg1pyxtltK6F9aXJHaOiinsRyy71iziyyEYDeu1+Lm1uSAsKLq8ZY6Gvp6dv4bHmcqHibfxFn8/69jPQ6z7hmng4Ma9N0JOm7nhLymzs9YmNjfHymlj/0ctrYmxszDeqD58jzM1/raOjO3jwMA6Hs2rVKjMzMzMzs1WrVnE4HFfXYZ06dX7+PJNAIMn9fU4ICjopGhl+5i7j1fPMuyc2jNXOijmQyoJj+PvAdRqwJj5urgUMEPazaXNDWvjhRPDyx/13PsnNfbLT7sny4JMfhPLloebRnzuKPRdZSe8bp+5wNLuwjrPD1VpYpqz+ICiK4HDY+nVW4yMtUx8BX5CTl+XsPAgAEB4ezuFwhg4dWl5eHhcXFx4eDgBwdh6UlvaISCTKycx9dyu/R/BiTxuDDiQ8nqJpaDdmTmTcFmfx/qH8wmtbpw82pdNoNm5zYyQRp2R+6us/NjdNRdm58aEeVjQ6zXR4wN4nlfXOKLm1KDMTlq7aevxfe5eNczSn0ehmQ2bvffjp5d9rvAZY0Gh0c7dFx7PEYa0apN+xd8kYOzqNRrdwW3j0hSSsFcrOTVg+ob8xnWbsNG55Yo4kuJjw843Iaa42NBqd1n/ispMvmUhdacUpvjbzn9akBtvQabQ625RvEaTV+YlDWqmlmfDTlfjCwesWDNajUvUGL1g7uCD+6id5UsHLPrz+gcO6AGNS84KmbJkNtQegStDClZcILSn9oqenDwC4cuUKgiAIIhnuV65cAQDo6em/e/cWj5e3eznZ0MUwf9fGw1fS35VzZZzTvJd7Z2947bDl2tMXqQlBKgkLwx9Wf/sNNHZG5NydZWOi76Vn3txs9/psHqtVa2Hl/P3CeHnig5eMO7FezOjpHnPvGC1JuP+ScefouJJ9YfGyUatYOYmvzddeePry+e3o0SUHwk6/EwAAWGkRc3YUu+2/m5Z5d/eIop2ztj1jAQDYz7avvaq75MzTF5lpSUtN31x9Xb+btqrribS9duq2B9Je5eSIZ+mt22+QFvLzhrSSavjpWZmOo5FkPkM1ctSRG8VIWJC0PkF78RLHDg0vdtajQBM9PT09Q8vhs/68XsBvSZkKVl4tVZ8mfcYN/TlnzpxpQdcQuvlEHSYdiI4JjQktrkU1DO1HTFmwaJJVRxzgZp+5jJ96eLqDLgEAI/fFgScnX8zhONt92zngZCelUPxi/Gy6EACw8V87/axnGgBAYS0t3SJaxWTR+mn2ujgAVK28fPsdjBmzZqqdjuSj0dHkj9yAng3S9120ZoqNDg4Aqq23X59jyR+5s3oKs5PvUH1j/Gy6EAGw8V/rkxyQnM2xtsbgKXhRVfHHgnItmr6d7zo7ABTHk2itFkG+jZ82pCWOIdfmLnpuNY+sQZFoCpaiQeZVc2WvcaTqbuSeqqnHPHRwPIZU+cPPfiwEAKBCVsnrlMOrF43/Ev3vdmd1pcqUY8r58383ncLDw6tl6oPH47poaRcWFhga9ho5cmRcXFz9VyNHjgQAiL9S9JA1roPZpJX7Jq0EAOGXv0u7emjT7Dlo0kmf7oLKD8V5CSMtdn+VOTvmN9+7F1YXcjoOqIvbRezSR4uUBgAArVWLdFgrfMOwVvjmwloR6sJmCWuKOJ1ctIj1RnYWBxdTM1+6Z9Zfu3fM2plfrm7hszoybKSuwjg4rdtvkG8YCz9nSCsJhqxO5FZzEKCBBQAgnGouSYMscweInx0VnjowPLwPEQCevDLwVG3T0WH7Su+7H8tc5+yiTJmNL0GhcPz4Kc2sUNisFqoPCd/XuN+D+7cNDXutXr0aAHDx4kUAwOjRo8Uf79271b+/o0DAa8Y6LLFzL0efsLmXRvzvLdenO6FDNx2TAbEJMw1kYkjhCBgRT9DCIFZ4DT1KZX6pAEjiduWVis1RVIuCcfUtVSsPXl2XUpFXynfTIAIA+CW55RQdDTwAANfB0mdTnM8mhFuQss133a7hg7ZL/2BiMODrjLVlLYL8SH7okFZ2JdjNSrP4YT7Lu6saAICV/7BY06obWWZF+Ck158OjicYn6w48Mp5wNLvex1w/zHAYFEGVLFOe34fNrv2WXmziOxKJQKP1Lf5cnJJynUKhbN68mcFgMBiMzZs3UyiUlJTrVVWVlpY2PJ68dWHtgxXTVxz4X+qbMrZAJGAWMc7vOfxG3747GQCyyWR3wdG1h+++reYLOKVZNw4s3/K4FgByNzut3LiE9FK+kF2cdnLDniy2Ei2g0MYNYp3YciqjjMcryzgWHvtBrD6KalFwIr+lauWh0Ma61J7YdDy9lMcrTY/beJLl4kGjAFD7JDws6mZuOU+EyIlchqN2JlTmFdfNfFvUIkir89OGtJJeZ3y3Ud66tzbuuV3EZhfd3rPxlp73yG5i9WNem2Ay4RoTALXhZ+vva2UfdVB3kEgP88HakN1XX5Wwhfzqtyn7lkQWOkwyVWmyTCX8PgKBQMbXI32kZeoDMIBCJY9y80hPfxoVtTc/P5fP5/H5vPz83EOH9jx7lurnN1MSerAxVJu5M0y+XNjk42Lbr6+FjXtofM2oHQf9ehIAACT6/CMRtq+3T3Yy7WczZH58pcNEUyoABMOpEcHaF4OcTc0tPTZn0icYKxVYimq9bP98jaTpTlZmg5c/7uMpCTGmqBb5S/pvq1p5VG3DDizUuhLkbGXmPO+y9qKoMBtVAAC1n1f/srhAV7N+tiPDP4zYuMRK2olDoft5qsSOsTY2Fg/ElrQI0ur8vCGt7IzawO9ghN3jBba9e9sufGK37aCveOqFMl+mfO45pKk4bqoWPgMqjwc69DYw7Ou26l6PVQl//dEJ20SZSulPcPC8pKTkerlJSkoODp7XhPo0H88Lj8cTCMTU1KcvXmQUFRUBAHR19czNre3tHbhcDp/Pg8MSAvkJMJk1Bw7sCQlZoa/frUk3zIeYCVNeLr66w0Ud8+OtiozcFBAQJNaNrKzXc+bMnT07cNy4sefOJUdHHzl0aH/fvibilPHxJ+fNW8xkVoO6eF7N65pQKBSJRFZWNvb2jjgcHoMBIhEiEPCZzGr4oikE0ubAG8w8/+An1ymWAhMT40OH9s+aFRwREamhoREdfcDExLgJlcAqWTSfz62tramurqiqqmAyq7hcNpQeCAQCGj7vY2xMi4ra3717t6io/cbGtO943gcCgUCUUB8E+SouNBrt3LkzOBxO+qD8WRrsOwgE8n3qI3u3FovFKrM2guoDgbQbsFhc24lmITP7aTYFDicrSfBFaQikfYDD4QwNDVNTH4tEwjZlWLNveCEI+vbtGz297jLSCec+EEj7gEgkjRw5+tKlCytWhLSdgIJdu+rExR1uTjexXbvqDh3qJvNkMlQfCKR9gMfjyWSKv38gFotTtKVf2wRFUQQR8fl8oVAA1QcCaZcIhQKZC7hdA/0+EAgEqg8EAoHqA4FAID8a6PeBQNoNQqGQz+e1nRteLZjmYHEkEkk2vDI8oxBIe5GeioqymzdvFBQUtJ1nDrt21VFCerBdumgPGuRKIpGkpROqDwTSPuDzebdv3zIyoo0fPxmDaSs+k/j4uJCQFc1Zzn3y5NHDh/dHjfKQ3mIVqg8E0j4QiUQfPrz38JjQrZtBGzMNbXoxiMPhbW3to6P3YLE4uPKCQNolCCJqO7Oer9qDyr7nJRQKZV08eJxIhMg8JAnveUEgkNbQnzoYDIaLy0AGg/Fd0QSlFBfhsvjMSlZ1WW11eS2rmsPjCODuYhAIBDSMZcpgMCZN8n737v2kSd4yAvQt6sPnCqpKmKmpT5LOJxyO23c4dt+Z5NPpaU9rq1hCwX8smpQykQYgkP/YiBKvvFAUYTAYU6ZMDQ0NycvLCQ0NmTJlKoPB+MY47mLpKSkuPXcpoaK6bMJE7/DwyPDwSE/PyaXlXxLPna6qqJJZ3bUYwaezQW5eO9JaPyI5VAoIFJ2fu/KKiNi2cmWYv/80Mpnk7z9t5cqwiIht3xrHHUFYNZx/71x1cHAKDGO8nEIAABtRSURBVJzbs6cRkUgiEkm9evUOnDWvf3/H6zevkEgU+a/bMlN8aXSa5M/CbsjkoPD4pyUNX5ATVdyLWHapX8SRRTYa2O8+KzJ51VxPpIrDn8NhCmkdRNWMU2tnuNmZ0Wh0Wl/nETM2xN4r4H2DB6K1Bqeg4PKaMRb6enr6Fh5rLhfKf/8Uqc6MC/WwMdTT0zP+Y+HxF0wEAOa1CXrSTLjGbFGZ8r0+sbExXl4T6z96eU2MjY35RvXhc4S5+a91dHQHDx7W+FtX12GdOnV+/jyTQCDJz69ueyDtVU7Oy1fPbyfvDnYUXJjrHnTyLf9rAlynAWvi4+ZaqEPfN6TtI/iUEBR0UjQy/MxdxqvnmXdPbBirnRVzIJX1qwwSfjgRvPxx/51PcnOf7LR7sjz45IfG245xs/f7+CeqTj/6OPdd9vUNpq/PvRRHNFR3OJpdH2mwPrqpUmXK0x8ERREcDlu/zmp8pGXqI+ALcvKynJ0HKUrg7DwoLe0RkUhs0jIMntxBr5+L74bYWO/PeyNuV4jN4Bde2zp9sCmdRrNxmxuTUY0AZoqvzfynNanBNnQare4Hv3EycXN5Hy5t8htoSqfRhwYeelZd3Siv1KwBZecmLJ/Q35hOM3Yatzwxh41KphXW43fsXTLGjk6j0S3cFh59UdtYn1F2bnyohxWNTjMdHrD3SWW9p0uBYQ3yyhiJtNAYeR2iMLv0FKn+IzPF12psROS8EVZ0mok/FJDvgvvuVn6P4MWeNgYdSHg8RdPQbsycyLgtzqqKx0MT56XpKa0yc17hpyvxhYPXLRisR6XqDV6wdnBB/NVPMlKBlN/cEktccnjNWDNtKlGtu2PA1nUOqt9XphztaX57w5avvERoSekXPT19RQn09PTfvXuLxxOUO3sU2vgJOtk387kAAN7LvbM3vHbYcu3pi9SEIJWEheEPq1VdT6TttZPMmMTzUnnJUAAAh/Hn7I3Z9luuPmU82D+GdS8X3zhvPay0iDk7it32303LvLt7RNHOWdueSX6uWDmJr83XXnj68vnt6NElB8JOv5OdZ7IzIufuLBsTfS898+Zmu9dn8yQ5FRkmTSMjOS00hty4UYqzK4Kdl/zOKeJ6xuvXcVBAvguyoYth/q6Nh6+kvyvnytxvUWY8tLoafnpWpuNoJImOSjVy1ClN/yQT1ZyT+89LFYP8dUP76Onp9Rngv+theZ3lrEeBJnp6enqGlsNn/Xm9gK90mYpXXi1VnyZ9xq29fRqhg54a9x5LBAA3+8xl/NTD0x10CQAYuS8OPDn5Yg7H2a7RrFF+Mmx24nW8z5EAJ30iALTRoTQAAFD0Q8HJTr5D9Y3xs+lCBMDGf61PckByNsfaGgCg0nfRmik2OjgAqLbefn2OJX/kzupJaJA3KYXiF+Nn04UAgI3/2ulnPdOaMkylgfFyjGypMcq3RaHm9w4Km2iuCR8r/f7h280n6jDpQHRMaExocS2qYWg/YsqCRZOsOuKUHc8tcwy5NnfRc6t5ZA2KZAKBpWiQedVcmWscYX4pe/emfP7xx/uNQF7y2umBiwxvxXl0URt+9mMhAAAVskpepxxevWj8l+h/tzurK1OmPFPOn/+76RQeHl4tUx88HtdFS7uwsMDQsJfcBOKvlH/jVlBVUEPWouIBEFR+KM5LGGmx+6vS2TEbF6MomaiqkNN5QBeicqvjmiJOJxctSWJilz6dORnV4skkjqqlKnn0G0Mg4VC+rAnC6kJOxwFahPq8WqS0pgxr2Fo5Rn6PMU1nV3gWO+h3gNLTOuA6mE1auW/SSgAQfvm7tKuHNs2egyad9Omu5HhuXTBkdSK3moMADSwAAOFUc0kaZIxsGo1OFiErJ9A74QDoN3HlwhNu57PYHl3U6t0iVG3T0WH7Su+7H8tc5+yiTJmNR6VQOH78lGam4GxWC9WHhO9r3O/B/duK1OfevVv9+zsKBEqGcufmnjv3xWSBERkAXoduOiYDYhNmyoSoZwIMBnydoxEUJON20KdU5JTw3TQaXNsN8n5throupSKvVJKYX5JbTtHRwAOgTFwAvIYepTK/VAA0CAAAQWleKa9JwxrO9OQY2XJjGjRKYXYcASPiCVDxfFVUW1oralACpJXBEjv3cvQJm3tpxP/ecn26KxoPzKbOy3evBLtZaRY/zGd5d1UDALDyHxZrWnUjy6TpbtOdDNBm1jQYDA6DIqiSZcrz+7DZtd/Si018RyIRaLS+xZ+LU1KuN/42JeV6VVWlpaWNzD71jRHxaoqy7p1aP90/Xnve8oGdMACQTSa7C46uPXz3bTVfwCnNunFg+ZbHtQDgqJ0JlXnFdXM9RcnIxhOHCU6tj3lYxOZX5V7csTuV1SivlLtprEvtiU3H00t5vNL0uI0nWS4eNIqyrqpxg1gntpzKKOPxyjKOhcd+4DVpWIMTL8/Ilhoj0yhF2cnd7LRy4xLSS/lCdnHayQ17sthQIVqb2gcrpq848L/UN2VsgUjALGKc33P4jb59d3ITA/Vbz4syXmd8t1Heurc27rldxGYX3d6z8Zae98huYvVjXptgMuEaEwC8/oiJhLhtSVkVPF7Fq7Nbdr03H9dXBQDmg7Uhu6++KmEL+dVvU/YtiSx0mGSq0mSZSvh9BAKBjK9H+kjL1AdgAIVKHuXmkZ7+NCpqb35+Lp/P4/N5+fm5hw7tefYs1c9vJptdq/CVC8nNGnpfswEe8/bdw7nvvXhwak/xRIBEn38kwvb19slOpv1shsyPr3SYaEoFgEL381SJHWNtbCzuegXJAMVsycHVve8v+8PW1GnuJapLH0rjvPWo2oYdWKh1JcjZysx53mXtRVFhNqrKjjiq9bL98zWSpjtZmQ1e/riPZ2+JP06RYQ2kS46RLTVGtlEKshMMp0YEa18McjY1t/TYnEmfYEyFatHaUG3mzjD5cmGTj4ttv74WNu6h8TWjdhz060lQPB5+7HnBG/gdjLB7vMC2d2/bhU/sth30FU+9UObLlM89h/SmAADw3b13LddM9LXs2dN07J4an+hdo7pgAVC18BlQeTzQobeBYV+3Vfd6rEr4649O2CbKVEp/goPnJSUl18tNUlJycPC8JtQH8+VLIQDgypVkMpk8erQXi8Vs5P3BEwjE1NSnL15kFBUVAQB0dfXMza3t7R24XA6fz4PDEgL5CTCZNQcO7AkJWaGv361JN8yHmAlTXi6+usNF/SesuSMjNwUEBIl1Iyvr9Zw5c2fPDhw3buy5c8nR0UcOHdrft6+JOGV8/Ml58xYzmdUAgJSUq6NHezWva0KhUCQSWVnZ2Ns74nB4DAaIRIhAwGcyq+GLphBImwNvMPP8g59cp1gKTEyMDx3aP2tWcEREpIaGRnT0ARMT4yZUAqtk0Xw+t7a2prq6oqqqgsms4nLZUHogEAho+LyPsTEtKmp/9+7doqL2GxvTvuN5HwgEAlFCfRDkq7jQaLRz587gcDjpg/JnabDvIBDI96kPkJnaYLFYZdZGUH0gkHYDFotrO9EsZGY/zabA4WQlCb5dDoG0D3A4nKGhYWrqY5FI2KYMa/YNLwRB3759o6fXXUY64dwHAmkfEImkkSNHX7p0YcWKkLYTULBrV524uMPN6Sa2a1fdoUPdZJ5MhuoDgbQP8Hg8mUzx9w/EYnGYdvX6DIqiCCLi8/lCoQCqDwTSLhEKBTIXcLsG+n0gEAhUHwgEAtUHAoFAfjTQ7wOB/CYIhUI+n9d2boc1mOZgcSQSSTa8MjxnEMjvIT0VFWU3b94oKCj4mU8kdu2qo4T0YLt00R40yJVEIkmLI1QfCOR3gM/n3b59y8iINn78ZAzm53lU4uPjQkJWNGcb98mTRw8f3h81ykN6i1WoPh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@@ -121,7 +121,7 @@
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diff --git a/share/tutorials/tutorial-tracing.hu.svg b/share/tutorials/tutorial-tracing.hu.svg
index a184d012ca306bf31b7e3a38d9ae085a8a67c0b9..c9345728f1d8e4803f636a42fb83f4ec9cf5412d 100644 (file)
--- a/share/tutorials/tutorial-tracing.hu.svg
+++ b/share/tutorials/tutorial-tracing.hu.svg
@@ -92,10 +92,10 @@
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-  <flowDiv xml:space="preserve">A vektorizáláshoz először nyisson meg vagy importáljon egy képet, jelölje ki, majd válassza az <flowSpan font-family="sans serif">Útvonal &gt; Bitkép vektorizálása…</flowSpan> parancsot vagy nyomja meg a <flowSpan font-weight="bold">Shift+Alt+B</flowSpan> billentyűket.</flowDiv>
+  <flowDiv xml:space="preserve">A vektorizáláshoz először nyisson meg vagy importáljon egy képet, jelölje ki, majd válassza az <flowSpan font-family="sans serif">Útvonal > Bitkép vektorizálása…</flowSpan> parancsot vagy nyomja meg a <flowSpan font-weight="bold">Shift+Alt+B</flowSpan> billentyűket.</flowDiv>
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  <text id="tracing-f01-hu.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 354.59463600000004) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-hu.svgtspan7001" y="99.753128" x="101.47987" role="line">A Bitkép vektorizálása párbeszédablak</tspan></text>
- <image id="tracing-f01-hu.svgimage2577" sodipodi:absref="/potrace-hu.png" 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7mtKgKfCuFtySd4rGXQ2vSM65Yu2rx3HiwVHdD3PyM1MsNxrHLVXKXj/bHiGD4iAauNq4+usdNb3dn3FFm89onzSTM9q57saN+0XMd1aNv8WraK3MpnxU65SXy8TIt3EhR4gIJP+4+tZtyw4WSZcsR8QdCyba4tvpGRqx7DN4LHZrJYDWB6gnf2p/JrtPTfSP0j/hnmdSxSxylsXC4Cl18ojv6mp/LfkX0knbR9S6beOFl4GX0641wFDcybTjSWWIeR3IHpXTHVy3vlm8RKxblqxgFreUWYqCLSBkHHY/zrrcMqzLNFTqeJftWrecmi4+w1c6o4kfrU9OeE3vhV9V6ZZyMa6MJxIBk8z8ventdap6Scxnb3RruP0+7Z03UuadWmfqKS8JZdqvA6zmY15Ge67J6NuKkvPK1ZZPWMu/a8ZVtqoJUqo3mea1ZO4z7b4ZG4qtkFSQoJIk8CubcBusukqh8sigCRQJFQPttpYcH2PeqqdfbFv2NVtCtxdIgtM+u1BAI8vrRC2t3ANFiSFI7Qay07RpRmO0ChUM+/JrTFbD4HyWuNm9NdBcs3LRuwR90jb/cVjOcyt488M91PGGN1TIsgQquYn07Vv4wjcVFd2oFXkTUVscED+z8bY/ul/QUVaADxrgJGpTEe1ehyCcENuY5gVuxnYLW9dxAGkd19aLKqnZQzyCPNAn8P96zV20nSk8FrlsAFFiJPrv8ArT4L7HYXsXHukQy7GPzrlW4s3dMmwL6zqQb+prnWtoxIdSeQYIkcivPnfXmNybQL+NdX9pb0hWM7j7tb8WXvOWc5ro7C6hlYJY2FEn74uDUD7ifaut8UvDMysW9vrL3WB8G2jqNvDGnb5T71L49NTPfZvSurdL6r1C9h3GvWMxVGq08qzR35g81rVnMPaWC53S8BUKNaLOjRAIJPuDM1vDO1i4xkurdNvZ9h8eQFUalj74YcVvLbGlJg9Zv4lxce6YdDpuauCPWs28aNarUW+oJk4qDJtgXBuHUzxx9IpMddNW/tS5/w9ZyFa9gsms7tabifY1nLhNbUly02E2vwit5NmR/u3B7ehFalmmdKvr+E2B1DQVgXLNu4voZUT+c1m9tzpTsd+B9KgZQdUHT7/SqqVi3ktyGU+Y6W9IoAMBpMUQ/Htk+b1qVqRIYkNsN6ig5DHSFJ53NWJQIBAM1WWz/4eqqZnULumT4Hhg+kkE/pXHy/G8Pqt+L2tN1si2DKr5m9d9q648Rm9qIwQJoFjj0oHlR2iKK2OAinp2Lv/dJ39hUVY47eJpd9K7eaOZFejfDjQ7q6iV1DefMRMV0ZMx7SpALkkRvU0qqv2j9puKy7EzNSi6wshkxrdwqdgEeD3B2P4GitH0rz2bqEeYMSN/XeuVbxTLNz7PdkkaAd5rGttXhKezoYhCHU+YR6VxzbgeRieJ5Q0o4g9iDXPGWZbjV1ZygXMG4pbyNPAgzXrmU24WGYuJfR5csDEb+lTPJcUTq/TWXPHULBP2pADaZTGwG4I796147Z2ZT9JOZ1zp/WcZWvLkWc1QQLtoGF9Z/CtTH7KzvcUo6xlYcNkBr1k/duFSCR2q3OVOYqOuZuNm3BftWxZuwZVhs1c721KqMXrF7F8pnTw2+w+lWZ6LitLPxLYP7NwQi/dK/yrdzlY1Y0nTGxuqrZm5aukkgLyZis3pfqn/4odPGN1Tp120pC3MWInYEMdvzrOtNsCRBqBhmgTeoEqhwPpQOnUAvFBIUBWEHaIqNHgw8neoIjtqcn3rUZpvvVR6H8H432ToByCIa+xefbgfpXnzu85HWTWO2N6w5u9WvuTJnevRXGIa77HsKilYmB2io05SaDY4Df9Oxtv7pP0FRV4NNthMaSCGB3M16OnKwO6mpAVXlo3rptioKqNJ1SGB7d6t6IgXdyzwwkmWrK2JXTshbZdCA6L5iPVf6VLSNNg3vCLbhhJUEd6xrfDpOJtOs3reU8iR6gjas2epL7LVCCqwNwAB+NefPTpEbI8Vbh1HyzsQtawsvCXe1X1v4gXoPS/FtqLt5iBpYxzP6RvVnOTNvDJdM+L+sN1O3fzVD4jMA6okaAeDPNburElra9Ry7Pg6w4Edue3Pyrnhk3kynQepXMvOup1O0VxgdSuvlAM13mstxynDTXPiy5mNet9F6C+ZiWADecwI9Y9a5+uOPbftb8QXTp3xDj3LlvHt2b1o/tcdk0sFM8T/tNdNT9o8+y+n2k6scb7Stm2WIDXJIHsYqXFJeOVrjdE6Ol1Fu5j5NwnZbY8p9qmtFrV4th8bKtHCxsYuABJvMjJt3GmCK6cVlA/wCJtzxcbpMDzq1wGOIhaxnw3Hm7iAN5rIEdxUV1QIKoUbj2FA+2vm3G1CJIiBI59Ky0bd1LbJjeqzUMA1UOVS5CidTGAB68D9aXoetmyuD0yzjgiLNsL+Arz485bdr/AI6eWZTm7l339XP616a4hiJqKUiainBfKSKDYYA/6djbH90n6Coq+soXsC42jVJgMOa9FjkhW8i5c2KiZnbtW8WaS+j2rbyw0xMRya3Zwiu8rWg1vVqIOpXPPyrnV2jLcfFyEe0sAbw3eeQfbms2G236X9k6t0+3aw0+z5CL57ZJO47gn2rFtxdZrKaNuXmsXBi3kOkEQRsZ96b9omtVf41+w6brH15rzZ4ZbbmU0TKy7Ny2besKYmZ71mY5StbleafFOPe/tDEa/bumxccEkAxzG1eiXhzsaLpOG2rLN60Rbyr5dfLwi7IR6RFMrEgmfiXzm3LiE3bf3ZI7+w4NYmeM4bstOw74zVuYd3G8PKskC5aaDseDI7Viy5f2huSaV+b1LK6ZkX7HQL9truCrXcoBCVAkAqvqRMk10mUx7T/iVY6veupZ6pdtMWdALjWkJJ7ia62SzcZxtl5D+JuiYfWekN17o/mayQb6ARA789xXOW7buqwNq7dsXhetXSlwcH6RWmLGp+GeqDLzBi5TEXOLOQv3gfQzyK1u1OFj/wAQ0Zhg4hZS9pS5jlif/wCGlV5xcUhv51lQiKgSIqBtUOWApHvNAZFIX8zUUQKWYFfXeooOS4NwqCYURvVjNR6qL34SwftnxBZd1m1j/tn+nA/EisZ3UaxnLf8AViRi3BBkITWPH23n08o+85MEgydq71zPj9ODWR07A0D0+7H51FbLAI/s7G/+pP0FFXeorYKou2k8mvXJtxqPCWiALagsBJnsK3MWLQzkP44WLbAsSFbiKt4IjeFZef2Zkz9wzFY0EbpwuR4dxQB97VzSwSMTGu4mQmQl4HwwWGgzwO9ZuO41LpIbrHUb6RlWkvnkXFUqw/Igisfx66X332VM7KGstaRIEjfSDS488kuyHPdVW9eNsoRBHiST9IqVqRIfq9tbNu14DXlA1CGCgVy9Ntb1wm9N+JsAFbeXauYsbA/fX5yP5VMvDn3Fmc6aA3LGXZF+zcS5aPD22BDfhxXHVnGnRhOldaxsDqnXr+YCcs3He20nzIu2j57bV6MZ/Vyy7UfTMp8Sz1G/etl7+VZZBB4ZiCSazljtZlpY9B+NW6YrWcnDF3ywroQNh6r3raCZfxhg5du5Zt4V+x4qsrvaZVDT6qNj9d6vBWVNjTcCiGgAA0ZTbuD4TBTtcW3qaOZiZ+dNjsrq+XntZOUS72rfh6jyR2JqNKm9a/bMAsDt3oANaIWY9p7VAzSKgbo2NULaQNdVZ2PNSk7TriCB86jZjLoBbgDen1KgMSWk81phwWTA5qjZ/BZtWszIxWKhrqKVY9yDuPzrl5f9N4XV5XnxFmNidPv3LbQSugHvU8U5XyV5sASkehrqw4/eqBQJjcUBVSV2BNRW06eo/szF3P7lO3sKKDe67au2Yt2XHAkxzXoxycriS91NLTqLttxAgeXma37xj0odnqmMVOpTrUyC0CdvnU99r66OPVcU2CAl0H123/pSZyJYYc5RbFybmknYAz+U1bnj+zVIOqWVIW2rAnnVI5rPtFkoDdUQwSSzjbk7flS5GhD1G2QDcRj22ck1PaGhsbr5tKU0BlOwDrqrNsalpLvV7DMZxvDG2yCKbmltoTZluVIsSCuoEP8AMb7e1XeonYGBmZnT8hruHdayHMkA7fURBrPrLDegRL32d21FmLE+pJmakmuC3aSwuri3Et7KTvPYVNHaqK6WIgH51luBhRqWTtNVU+ybZtaQIaZBrUjF7HtG59qY/eGscn1qaIC1sI7KRLTuaaXaG+stpKk6fumO1FAvMwt6O3O1QRQsHeoOIMEdqqjYluQxIEesVm1ZB3k3ArbbbRSKBlNFsJzO5qxnJEYGe0kTVZSMO0ztrjZf1qiZpe3cDIxVlMhgeKC56j17+1Oh3LN9VTMVhMbK49RUxw1dxq3fbLryd6iHlSRI+tA5UBAooqodJMH2qK2eBqHTsUR/cp29hQUWWjsZtqgx5lWkb/8As11ZqG4utdcgSZ1GOKrA3n2DEatMnyj3/wBqAKh7kMSW5gRxtVE1LdwWAqxr3MB+1SiJctHSxJOxAk771FN8NdMzA9qiJNmyb1zQIG0yxgCOaaBGx1t3RwUImVJqKbkI7XBdSyBaiB39a1ADxAp2nTsdNWok2iCW9DvWsemaddlbioANM7RUy7IdcuBcPSPvN+dRVe9osC3qazpqUAoQxDbD1pppNxwjWypJgDtV+M3s8lbeQxtsWRCQCe/pUDnKC5cJlfMSojner8EJwqvbJuh2J3Vd4HvWVc+FeugGzj3Wk7QhrNzxndamOXyBnpHUANRw7oA9VrH8mH7a/jz/AEjZGPesga7VxZ/xKa3Msb1WfWzuJ1i2othNUEd/WsXludGsgLklt6sKrrlwNkkRqXiPWtRihkEsFHJqsrNB4dvQo+76VqBq3JQGfnQNvW9aHSJbkepqCKohvpUD52qK4SDtxRRifJPp71BqsG+v9n425/dL6+goqmN4fZLdtZhCZ25musYcri2WLAmQGIO9NodM+fxoUuR+X6U2gI1NrCgAz244qgthHe0RKqCpZfUkVLV0HdRklZET60+AKHyiRwKIkWHVlhtRMc+ny2opzBjpCjyfxMTEb7D8KlDWdUS4Gt3JC6UI43mn1UaI9K1WUm0+mQO+wMUl4pYlpZe4uqQdI2jvWtftgy5bm2oPDGN+azpqIORf8BDbU6nY7nsBS3UWQCSUJO45BrLZ6syCCSPf1ptLBRL22QA8yZPNJE2sMDp9zPnIf9ljqd2G5Y+grz+Xzzx8O/i8Nz5XNjDsWBpt2USDuxGpj9TXjy8mVvNeqYSdQTItHwlaTOqRJ7VmX9taMVSWmZ77mpbEVvV7jpj+HrY+K2yz2HNejwa3ty8l4UoH8QAHyr0vPAtNy7c021LtvAG804i81W6WR4YMGHIOxBrpLL058y8i2RuWPpz6VeES2bTdWTCtsTQDU6LjIR8qBzXtEyu/b2oI7OWJbj2qVTQwmKiCKZBmjTpOk+k1BqMO5GDjj/8AGv6UFMpBFshYDLvPeO9dGR7b6gVCkK4Ck88f+miGNpkWkA8sSaBiP4JgAM08dqoO18Wwq6ZVk3jkgniqhzIn7VYDsqkwon2qKiSAGUg6wYFAogSSuoDt6mgl28d2steuvpAHlQHv8jzUqwy+zG6bRXSGcQTsD3pCgeGS4VvICNiVOwrdjI9gFdaEHkEGPvQf61NKtLHhroYnzADb1NbrnEDKKrduGYKnZT3rF7aioyCDdBO4Lb1itzoYDyQux962EvzpViNjsIrNnGy/pYNiqMo4tsubrPo57RzUzsxx9quONyuo2GPh27Fm2ir5EEACvjZ+S5XdfTxkk1BGS2pUiSed6zKugSV0kAAiYrWgIMDc0kD8O00k4Ss11PJN/qDlSNKABf8Aevf4sPXF4vJlvJFQqQQQIPet1mLHo2KSDljbfSm34muHnz/+Xbw487TcrEx+opoycdG3gXBs6+8/zrnhlfHzK7ZYY58VmOp9Kv8AS3EnXZY+RwPyIr2eLzTyPF5PHcETV4lsCJI5Brs5nWrmoabg7c96IBdcMxgEAetFIhrI48yKKehgzNFcx9Kg1WGq/Ycf737te3tQU/m8FGEBQk88bxXRmpGNdFotpA1T39aMn4F4LkOf+0hp/wB6ulgUC6XYgKR5pjZo7UCbv4d1vLbHERsBQH0Kt9TqIlfMF3LD6dqAORbL3bly3bYfxR6D1qAKI0kgyw3IJ7etBIxnYXDF90IUk6d4BB29qKPpV2CBlAADTApC0y8j32RUABBC65mT/Wt2sh20LlvELa0n+orPItbThNBVNRC9xsD2rtZw5yoOQim/edu8med643huKh4a8uwmZ471luDhZfjYjb2rdZ2S+oaysGdhMevH+1L/AIn+2g6ZjBuuXLziSqahPqQP614/zMtYSPT+NP7bae2E8M6eAYFfJy290Ne2rEGQIq7sVH0BWnYgelb2Ima3g4t1wZYmPqa34ucpGM7rG1lXRQxJJJnn1r6UrwU1VAgbkuwUfOpb9ak+Rq8eymLZt2RvoWD7+pr5+duV3XtxxmMkKbaT5dJMzPv6Umy6gX7LKR8fJANpwRx2/wDd61zjZcWcr7TVYnqGJc6ZntZbcLuD6r2NfS8efvjt4M8fW6RnuW3EgEMeRWt7ZCG5maB0xxUHGgX0opw2EUVqMQ3fsVjyn92v8R9KCptD9mmuNBM6flW2RTtf1M0aiCAu0TVZOYrpa4zA6jvtFFCDtocLLJJMARQHfQLBF4aX07KoG3pJogy3lYoSxtAIN1HaihZN0a2CPqMff0xtQDs3LQuaLw+9yxqAKswVn2IJ3IHt/WroSFuN4vjPqPlhdJ5IHFBz3ma194qSd1G5mqhbF39poPLbE0l5Pi3tBjdOllEACPWumXbGPSL1INYSfXkrtXPORrFStcBvJ8yCPesNwTxIg/St7Sw12DKVAiTUt2aaX4fUvfvKGEhAST33NeH83rHb1fi/WitqEsCf4jua+dlzXsgAdg7A7jUePyrWuAhEvwV0gmKb4T6pus3T9oFgdhrI9TXq/Hmp7PP5/wBKRlDMZ7HivW8+krpFg5HUgzLKWF1H/wD0eK4+fL1w/wCu3hx3lv8ATQENwjbnea8keqnBCqFiSN/WraaRlAN5gN4OwrfUc4pfiiyTj42V3Vjbbb6j/evR+PlzZHn8+PG2VPPEGvU87l5oHfSoFNUOAkVFLMWzQanE1fY7EPt4a/pRVFa+9LEgTFbZSii33YghVRCVP+KPWrEEJtvZVT5ohp/7o4q0MsFQhEgAr+0ntz/SkAURH1sZkGRP+9EFLjQWjTPJEmfnQNugG9btiACg3gmim3PDF0KWPsRU0ONvWLhtmAu5g805U5boGOtrQNKkEkjffk7UBAU8JXDFwSdQncigJh27b55CIxAMqJ/99Ksk2zVqCVvdgQeK63piA9QufswzKCIgSK559N4M8yRfQqO/Fc2xdMrHee1VCpb0sC0n1FNDQ/Czg52VJLDwtj8jXi/O/wAJXp/GvNjWELoVZ43r5k3t69oV8pakiZmTFdMcdmw3vAoTJ2WSfQVZjzIb42zF3IbJyHvMI1Hbft2r344+uMxePPLd2hO2gsT9a7aYi66Sy4/Twx+/dm6x9u35V4vN/bJ7PBNYrTGbxLrsBAEEE1yy4jps8P5mUktJ2HG9SY7LUVfvltpaNieDXW9MK74oUjo8n+J1J+e9dfx//Rx8/wDgxbcj5V7XjIOaB3vQOHaaB4+7+nvRXGAD2NFaTDuRhWPJ/dr3PpQQG/aWhxrDSRHaP6VWTZI2kggQQPSrBzjTYDq7EAgEeg9a0gDCEG0Sxg+1A+06IpLLLdh2IohtxluPqCwPTiqotu2bl23+02A3I32qAYUG+DPlLbTQLaTWrNJ3aAaKGQWhNxEAxQE8yOwBiKIn9PMG4e2oaWpEq0uFZtsjBj3Jrd6YQupOHxBAgh5qZ9NTtVWxN5d5j+Vco6V24YCfetsnCBc1E9u9QXnwwjHqVwDZfCYH8RXj/O/85r9u/wCPdVq7ghgd9tq+brXb2znpHugM06ZMVrHj6nKr6tkCzhm3EXLwjYcDvXfxePeW2PJlJNRnwQNM77AmvW8oIQ5F23ZSdV1tI+vP5Sa1bqbJN3UbBLFsWwgQDQAoHqBXzbld7e+cTRyqLSlo3mreQN3Y7afvGZ71cUyIqK5JIGy9qtuhRfFb+HgWrRMl7vPpA/8A5Xo/Gm8tvP8AkXWLJHczXseQhERQOFAtA+PLMzRXDdd+RRWhxR/ylnf+7X9KCNb8IXrgcMdogGtMg3IKAgnjcDtREksl66SiHQyqiwdwdgaog3AW1QZVCQPxigI1oLctozGCPMRv27fLf8Ko60gYkMVVEaZPJE0CeMVY6JAGoD2mrsdZbzsXKrAkFlkCKAVssH16t+ZBrKnrtDydRkmd6qGKTq344k0FliA6EEEkAtH1rU4Zs2sjYKOGcmOIrpuWMaCzirYUx5lceWe1c87w3jFNbt67krvAmK5YulSsfEv510Y+LZuX7p3CWl1H/wB+dayykZa7pfwGwUXOs3haDGfAsmW+RbgfSuN8n6bmO2hxcbpnSkAwsJLbsIL8ufmTuKzf7TlrWuksXbOamlxBHeNxVyxxs1YTc6quzem2mS4juLdpl0lkZgQfWsTw42/4rc8tdvPeo/DfU7dx7mMbuZaU/vLbliB7967XHXGnO5bVVnNuWiLWQCd4OobrUuO+VlXvSLaNknIJDaF0JHdj3/D9a83nt9dPR4Zu7XniCAI3Ama8fq9WtmrdOoht/lV0FLGY79hWol7DVijDk9zHzrTO2b+MMgN1K3jA+W2Cx9i28flXq/Gx1LlXl8+W7Izp+9XpcC81AnFAp4mgfBCBjwZ/KosKFP4bmqrRYrJ9ksz/AJa/pQVrXJeRzqI/rWmXHk7Hk80Q5bmmFQk+bkHg8itQOa0LbsWMLx7fnUHZCldB0jYRtwPYVQO041EMobV6tSIEWXlZ2O0mTRT9StaVHLEgmD2E9vxoBCSsATtJJqB42CqJJ33/AKUD7SqIVgxEdu1Ii4xNNt2aJMQu5rpGVgOn9WykL2MLJuDmfDgH6msZeTGfWpjaPY+Cut5tw+PaTFttBLXW3H0Fcb5sXSeOrvp//Dzp+M+vMyruTH8KDQrfPvXO+W3pr1atExul4vh49m3jWgOLa6Z/nWZLeV6iqvXzkXNQfTbG8jafrW9caSVC+1Y9jLR2kqF0koSNPerMOEuWqkZdpr2Oz9PvIbhEw5qXePazVU9/Ou23VMlzbnYh+FPr8q7+PWTnluG2hZv3Wx7l+70zqYM27ttoFwdo9RVt0kgGTZuqfD+JcOzl2rjBVzFQKZJgSRXPUvLV3FVj4ydNyr/TWEXEYvbJMh0MQQfUcV5fyMMu3p/Hs1pJKMsFSSI57GvPbHpkGUAiSIM1m/6OjtYZzpQ7bSO1JKluwr+Raw7b37xAtoOf8XtXTHG5XUYysxm6wGZktm5l7Jf71xi0elfQxx9cfV4csva7Amqy75UCjiinc7UCg7b1FEBge0UF7jR9ls7fwL+lBVknVO3rW0cLhbyvJWSdjxQcrhdexl/umeN/5VYFLg+WQwmZniqh9x/EC6m8wXYeu9ANm4j5xUDRv8/eqCG03hidpnaaim27Rd1CgknmBQSkLWnvH+IAqWPberEpvi+I1tQSCBpkfmaI9P8AhXo9rC6SmRcRXyb/AJ9TCdI4AFc/Jn8axjS67jbQOIrzZu+JYAPm49q5Yzlq113IS0vl59q64ysKPOzGvlS0C0rSPf2rr0lVvUcw21EEIFG47D3rcx3y53LTK3urXr9w2cW5+yGzXCsz8hWcspi6Y4+9PxMy5iZqG9dupqbyPqgA+kcVMc5nEywuFaZ2x+sJ9my1XVplHQ7kfOrhbjWbrJXGyuGydO61b8bFYxjZe4Ns/wCEmunF5TmcEzXuYNxel9SYXelZDabdxjOj0k1dFCuYRuuOj5beHl2ZfAyf8xf8JPf0qesyukl9bsHGvuVazdUpeU6blsiIPtXzvN4rheX0fF5JnNpI89vZoY7iTXHqulu4OGFq0QQJPJO21a7uo53jtg+u9U/tDKKWyfAtbL/3H1r3+HD1nLxeTPdVJrs5uNRHCgcPSiu7wKBRvFRRiNIIJmgvMX/4lnf+7X9KCuga4ZTz22rYUW18MsbbHzEKAR3FWI7TYKFSGDgiBp35qg4wvFci1ba4FO+lDsNuamgt7BvG4FTFugKYPNa0mzrfS8khm8DTCkgs4FT1NwNunZIUfsjDDaPX61fWm4lW+lX0a3qtMAw3mJO3zp634bGx8HqNi+txLAS3wIXVt6xU9abLlYxusjXLbBVksYiTJJJimlQXspavW9DSpBJn8OaI9c6SxPRMG6sDVYUgV5/JN10xTBc0NsSTXK41uUPIyNC+ZhA3NXHBLkrzmLfJSG0ttA/nW87pZUXMvWcVAq+Z4gau1awnsxnddMNm9RvdRvfYVO3iftCv+EVvKzGM4y5VMsY9tCUtKVSTFePK28vbjPWaD6ti/bMFkTzODqVT7VPHl65cp5JvFQYPXM/poREcMiTAYSR7A17eK8U3G56T8S9N+Icf7Bmqtm+w06G4efQ+ta+LvZhuLjXX+GethWsv/wDDyWHI7KT6igp+qZd/Ax26XmAXLmMfExL4PmAHApO9ob07qF7q3ULuTkaSy2lQsojeea8v5l3Jp6fxZq1aE62JUjUP4ePlXjsevfKs+JuonG6euMrHxMldh3CTBNd/x/HvLdefz564jFce1e7t43GgSaIUUDpqKQfWgIF2NFcHlYNBpMVJw7B2/dr+lBNFy8NCvanaJYRW9Jstm3ZL22vWbY37byRVkEzxsSxrSxoDMplifMN+1a0IuR1HxNVvYLxtO9NJaB4iOzftpYNw231rTB9q7aZGGpoiSY53qqj5Go5Okq5QMSBEDeKzWokuy/aFUMNIkxJ2mNqTpL2k5NwFbZtuoBUE6abTQChFRQbjaiJO3FA3Lx7dzBdbZGtVLCZkx/SpYsab4J6p9r6A2Kxm7iOy7/4SZB/OK45RuVdvlpyp1N+lS4HsinHvZJOpio9Tx/WpZqcL/wBMybljEQBGJZRJY/dA/nWPS3mr7ScRjMzrN/Jv3bWMhuOdwZ2UeprtvHCM6udLh9PGNZa4G1XHPmb1NeXyZ3KvVjhMYOoKLr5mPLWK3Bjb0Fmkz71i8zSqvP6Vi5rG4oNhyfvKNm94rrj5bj255ePHK/7Vj/D2Qjhbd+25nkEqR710nmxvxz/gv7aa5ayOr/D97EzSt3PwrfiWrq8sB345B/Wunj8kyY8mFxU/xDeOf0rpXUWI13F8O43/AHDY/wC9b2wXoQ04VyAAwPI7wTXm8/cj0+Dhdgh9TAAafMfceleezl3nVrBdSy26h1G9ksSdTeUT91RwPwr3YY+s08Gd9ruoZ5rbLjNB1AqCWAnk0HR2maB6DnftRSA0HAECoNVhqPsVj/61/SgAWdgEJ8vaa6RmiOgfHHmMLBHoKaNm2kPjArGoRt8+aaNkKtbYapnvtFbk4ZpyWyxJ0FiBzFXhEhg9m0ocFZEEFYjg0U649u65YXN4BifeiwptE63Rz5zyOfrTQmY+MhW0GCG4JXdv/ZpoAu3bVt1U7gEyuiN/eazQX7VY+z5LmBAKhVIOxEU2InwZmHG+KVsCQmQhtMPcCR+lYqvRry4+P5307nj1qauXEJVB1X4gtWToNw2wBARfvN/Ktesx5qc5XhQXUz+qNFxTjYp4Xhm968/l88l4ejx+C3mpKYFnDxilpQu+88n615L5LleXp9JjOCxCkSOZBB4rTIZE3BEle1X/AKSnXrhNqBuxMAeprOtKadarDGTwBHYf1rQGfNKkTG00rUWGPqsXreQh1EKQwH8QI3rHjz9cjyYe2KgsCzdXqHRXLKj3PGxXZY0n0/8AewNe/vmPD1xXdELpYhgADKmDw081w83Nd/DdRcKuq06gQ7AwT3rjJzHa5cV58UIYgjcTP0r3PCZtE/lRHBZcAwJPeg5hDkehiqOXY1Bx9qBQ0fUUVwgkCoHAcwdqqtRhr/yOP/8AWv6UEBs63KBUJG29ajFFtdRVbIBsgk9ia1KmnW86bxYWlB7b8VoJkZrXGkKoHpTaGtkuEgvPeAu1TawH7Rd51j8KbUgvvJYlpJ3g1dgtq+S3mdgJnczUHfaC9w6RGo1LUNZ7rGLjse+5mopLY80hiQeD2+VVDMW5lWMm3k4hPjW21KwHcGsqv8v4k6lfRf2dkXAOT5orcupwz9L0PH8Rr+XeHiZBfQGcTHrFeL8nK7kerwYzVq5KQZ5PFeV6Ng5bgtExMbntW8WcqgDJs2cjwJa5dYgDQs12/jtm3O+SS6Laug3i6GRqIIHI+YrNx12uOUqVZKypaJB2+ZrFbdkW99SkTwu30/mauPR9IbIIBBj6Vm1uCW2htJbjcVixuBXcXxjDEN6E9q1jl69M5SZdirg27CLoLaSZ8vate9vbEmiE+G6SNjKz6e9TvlMmLz7QxuoXbZHc/nNezC8PLlNVWlIaK2wVLZuXAolpopsTxRCgUCkQKBp5+lFECkgTUU4IOByaFarCRfsOPP8AlL+lGds2GgrttNbinq5PsIIqoLadieJIE1pk5Q7DZe2qgGxM7ioQ0ncQB60aPDnbbf0psEktcUMDtsY96VC3VW3dCggLyPNNEcuk3IAZmOwCxvUiiCytp4uecj+EHafnVRNtMjNo16B6RArU6Zc6hSSIYgzV2RcYW2Lbaf8AESeO5r53nu/JXs8U/oMMlig1bfKuXq67DyLo2P3iANjWsYxlVfn4Vi+GuAeHf3EgbH0n0rrjnZ2xljKgXL+RiFUybZb0uqYb8e/1rp/XJy5xTsbqNt7amSygmSB5gfcVzz8enTHy/KsFdbpDCGQ77Hj0Fc+ZHWc8nsW2XSB3NY1y6B3plNMAgTVkVItt4lqQY24rGlGRGBAJkelSJQcxQLUmRvtXTByyZXri/wDPqSPvWJ27816vH04eTtUhQwG0kjt7V1cwoNthyJ4PtUUt5PDvOg4B2+VVDYI7VBwBPA+dFcVMxQO0kCRuOKiwZAUho70K0uIk4Vg7/u1/Sqyy871qB4bSNufWg5XMyCQRV2HB25ntFNoTVI/2oHbapopQd9jQPZmVSA0T6UC2rT3fu8DuRtV0iWqrbABG8b+4pJpNi27tvzqJAMbitbiOe1qQsrDn8qgCpuW20sCe8Uo0HTWnBUEmNRkH0NeHzzWe3r8N3hoR/Mw0iV32Fc46A3FL5KheTA/Cty8M2B3rjFtB2n86RnQbDUxR4ZZ4YbVeuYvFRsjpMtrxG0kHZSf0Nax8nysZeP7ENM/IxbsMpW6OfQ/Md66XGZRiZXCtPYyvteJbulAk8qPYxXkyw9bp68cvabN0qWYn/wBNFp1hptAgbiV5pZySpaGGYk7Cs/So+RbNy2QTI3+lbxc8mX+JSBn2Ah2XGUfrXo8X+NcPJ2qbFy2NQeQT90jsa7MEdTJaCFPf0NQdc2YauQBvMztVQ3aN6DhBGx+lFKTHI+lQOQyvy3FRYOkEyeB6UGqw7ln7Dj+Vv3a/pTk0xkVqMnRtVHL+tEKRG+9UIphuNqB871VKslgoEnsBUE23i7hrn/iKsZ2nC1ptjTsJIgVuRnYRxWuqzqxABiWFLibRblm5ZX+Ehu4NYymllR9dxRJ1GDx2o0MmULxi55G5Bnar7fE0ssDMfHvEXBqs3AFJJ+6ex+VcPPhubjt4ctWyrzHWXAJMg7iK8dr06CZAb7HcKsnbmau+EqMyJIEHeY9q3GaawdmIiSDuKu00KHBRVjvUpEW4lrIdlv2ldR3PIqzcnC8XtNtFEtW7dtQqhdgKxd3tuak4cplWjc+sUNlsmLYK8E7mqkqYIJAb0nbvXGtbc/lVyVP0rpGbGL69e8Tq14CItqE/Ab/rXq8c1i8+d5VXIiujmItzXsTvHPrRTPb0ogiwZ+VAqkTvPtFBxMmefnQOHAAHJ3qNCIT4cdwKDTYcfYsfY/u17+1BQ2sNZm423oKbQTwrKtCrt702FaxaBkrEelXaENpGgAkD5U2hpx7ck77+lVDmw7abk/KTuaslXY2FYa4xt4lh7tzvpEmrbInNXGP8N9QdC93wscAFj4jSY+lY95vUX14RHu+BMAuBwTt9YrvOnL6EGe5aZgduee9OVCLKeR5gKlixDvl1Xw3WQVhjP3qxdxsBghjTMAcGs0SMfJh/DYalIj5UhV/0rOW6PsxZvFtiVLHdoryebx6u49Piz3NVMWS7wIPcfjXN0ByQLZiBM7RWsalCVtBDjckRWkMNz9ooCwJkiiFa2qln4ZvWkqTtzMoCaNWuJIjappoRHLLqTtytTXKlsvF10IOhzMx3q2cCZrKsFKnSB96a5+m12iZeWLGO+TdaLVsFo7s3YfU10xnPDGV45Yd3e8zOxlmksfWZr0yaeYxQsiTsRWg4AdhQOjYGNxsaDjsZFAoIkGgUjmgcGgCfSo0ep8hkb0GmxLq/YrHl/u1/SgrCNQgE781AFljcnvtVZohYvIgSdt6oQLpM0QXEx3ychLYkSd6b0aaX+xcN5tm2wJ3LFtz7e1YueTUi9wrNrHxRax7S2lA4Uc/Os82Cl+IerrZBw0PnYAsQI29K348ZvdTO8Mx9qThlHmHccV39nPQV3HS+C9m8UYHgnalm+iVEOResPovLqA9f9qktjXFS1v2suzp2+vNb3Moxqyo120VnygD0Fc7i3KEq7yTE1hRrZZYZGh1MgjkGl5mlnF2vsTrtu8nh318O+f4xw38q8ufhs5j0Ty74oz6y5D7EDkjmsxrZjK+uV2EwK0hgLFtXEbVaHM4LAncKNhU0fTXunUGA3I/CnqbOF4gAqCJ700uz9RABDCZB96WJtJvubthTpJkdjxWMeLpbZpl+vdTGW6YtkjwbW7MDszfyFejx465rhnltTqPnxxXRzHR0QkG1II9eKoMt2wwCshX3pVMe0VkqdS+tAECduYqBYIPFAkmiiWwIO00Dl3kA0Glw1P2Kxt/dr+lBWi4wjygGagY5LkA9jQLaYFmJEQaoJqAB7kbiiaX3w7Y/Zvksu52Ws1V5rhIPlneaib5Ft3QqghoM7e9TbVcwslovWkuo251qD+tXHtm1T9Z6BiNjXb+DZKXkEhFMhvb8K675TtkpKrKyG9Y4rf8Axk609vKH2e6o1TtvFWavFZu5zEO/h3sO4SNRUfxD/es3G41qWWCW84HyXVBnvVnk3xUuIrW0uCbZ+k7Usl6Jb9AuL4ZIYRI5FZ03sJvMIkFfQ1BMw+qZOLCFRfs8aGO4+R7fKueXjl5jcz0u7OfiZXlV/Def3dwwRXC4ZR1mUsSCuq2tvYEmaxu7bR3UWrhiYOwB7VuXbP03yxvssDegRQRbBkkHvVBFa3at+JeYKo3LGnd0cTlRdS634+uzhs622+83BPsPaumPj/bllntWrju53BAO+9de3MbZQNA3jmqn0rAsjcTPNAPRb1ESVail89j726NzUA4HieXiinrtO8jvUDCBPpQPUdh371FOSQ2xEb0VqMMt9iseYfu1/SiKmdIBmSaLTAwLkzvVQxT5zBoCSWUn86QradLssMC0k76QTHuKz2VMFomAxk8ms89nBFKLsCOazO1tglxlZNxz3Fdce2LTMd9B3MQT9K6XFmV2b0XC6mCXUW7h3F62Nx8x3/Wkuu1vLGdT6Dm4d5newz2h927bEqfn3FW6Tdist5rWzpLat+D2+tWZJ6/T7q4uSNa/srp5H8JpZKbsRlF6xche3oZrHTYgy5jXbB7nvNX2TRGvYxck22g9lMU3DVAuXLbN5CwAPf0qKY3mYk3Ad6lEiz1DJxvuXifY7isXGVr2qQnW7/8Ae2lf3Bg1m+P9LM/2L/blnSf+WcE8jVtU/irX8kCPX3jTasLtwGYmrPH+y+T9IF7Jv5LD7Szso4UbD8K6TGRj2tcLyqwKWwCO5NVlzM9xhCt+NOQRbZHzqocxm1xBJPPBqqBfXzH0qBqXDurbqfWoprAq0cgcUQQGTuKikngRFFcDxFRRUG4Bjb86DV4gX7FY3b92vb2oM+urUsAfU1dBoaHJPemkpdYkkdqaCLcny+tUavoHVUawMdzF1OCTyKeuptLVvkXwLRIZdxEDtWJOTfCnbIvW3B1FkJ5j8RXXGRi7SrfUFe2bYJFyNge9auLO6JZuhyCQQwJ5G9ak4RLt32G0+4A7Vm4tS6S7WTsu/feK45yxvG77Cyel9LzXLZXT7DE/xhdLT8xFZ9q3qKnM+COnXWLYd+/jzwP3i/nv+dX3TSnyvg3qOMC1i7ayRE6UOlj9DVmc6PVn71q7j3Tbuo1txtodSD+da3E0jsyHnSPpVQNmU8L+dRXAE7wfwohx4+6fmaKbQNJG+9AmrsT+dAVNwQlyD71ATXfQmUDbb7TVTZRkEgSoBFNoXxGkMfSrALWYiTsdge1FKWBU+tAImag5mkrPbvQOB296KcT5Z71FcDAHHrRRrcHbb61BrsNG+xY/mH7tf0oMohBAJMxWkL3j8aqUkEau9ENABPMGiiI5S4HUnUvf1FEX/S+oeOui80sANJ9aumd6WMByQ0aTvB9KzrVLUZ8RbORauofIxke1dIzTkymtZotsDDd630zKsDc/aQpMA9uaTL9rQWy2RbmoaQDsAd/aplJUlsqfj5xlR/CY571zyw42645/Fkl1GAiBA7VwsdNnqzeIA268zWK1sLIxMTqNnwsm0l5DuNY3HyParjdJYxHVPhe9gvcu4VvxsYbldi6/zFdZkxYzuoagD259vatokKuwcMRG3NVK5pJkmT7iibCYAcgb77VLF2DpWSNAM7g1FKfBcQ1uG9VMCqE+zKRKXlG/DgigWb9uNpER86coRrh0jxLRA7EVdjhofdSBQIUMDbk80CQF53FRTGUDdeKBhE1A8RtvRSk7QKBbYllnioo4+7B4mitdhKPsGNLGfCX9BQZJdlHvvVZcrEg+lVHA8qN6BqyT8qBwJjb1oEtu1s+Viu8girEWtjrLIVLg6u5Heqlg564zqVRBvzqqs2I656m9+0JBB22q7T1WmN1FXct5V2iRwan1rXBMi4byFgQTEQPxrTOj8LKNtdDrqUEGByK1Okq2sZa7aWn58is5ePa45a7WFvLloMiK8t8djtMoNZuAqCrVj0sa2c9wgT3nYjtW/X6m2d610HHz3N6zFnJM+aNnPv7+9amVnaMtexruNeNi+hR1PB7/AM63LtKBcBBidzVZNuLOwEcUpEcgjjkd6jTmhoaaBSQeRM1dhokEQfpUQpuErpaZFFNC/SgcZ0AH12ohoJNFc6xEcUAysVAqjcCiuiN/QzQPXiRUUUHUvHFFbLBA+wY3P7pf0FBjgDp9gIqsUqmFI9RVRw23mgQ7SfaiuAkbURO6d0271S+uNZ2jd3PCj+dNqk5/QL+LIXfSI+da0xKqHW5ZIFxGU9pEVOmjS5Mkb0BUuPaZQrgyBTYkW8x7Tgnf1FXbOlthXbN0s63DtuAe3tWozUy14TsHVipjdq17aT4JOVbuEBtQcQrDtsaksva8nYOZki2RdEhdp+W1T03F9rE5M87rBJETH8qk8a+7rmUHdR3jgiDzWbi3MhMjHxs+z4V9VYQIb+JTUmN0lvLI9V6Hl4Gq8k37RM61G6/MUFObwbf602BMxB1TtUVxMHUPunn2qhZ79qIbJkR61Ap5MjegQEncUD9jEmqE4+tFczBQRQNDTzvUDVkmKDjwKin25K7GiwUeXY1FbLBI/s/G4/dL39hQY0OPDK8TvWmKRWg8SKo6ZOw2oOJ5mg4HY0Ru/hDG8HpJvlQHv3Cyk91G386sn02ldVW34Nx7jIoU7k8TXRixV2ejXeoWBfdBaYmVI7j1il1rRAz8HX31FGUGdgxrOl3UK58JZy3DoQjTE96erW1Rk4GXiBjctjSTEipcTaLbvPbbUrFWBrOzUWmP1Vh+88u0SNwa1Kliwt9QOoMjABTsOxp2mkqx1JSPNbVhO/qPlSWw7SPGw7jlxca2x4k1uZ2JcBzZ1HxUuo2w3p7kxpBduIx1J9ae0sXSQMhwo07j0O8is0m1PndBw8+bmO/2e/z/ANpPv6Vi46WVmM7p2V09tOTbIHZxup+tRpCDFT6qaB42EpuO4oFV1JEGPWiFO8kGRQMJAHpVV2sET6UQms9qikJneqOBgVA5W3oriNUx2oFXb2qLBVVmbcEiitt09J6bi7f3KfoKDD6j4YBqsk1fWaqHA7xQKTvQOX2Ek8CiV6dh2vsHT7GOdvBtBSfU9/zrrrhFP1izeyOn3QjLGsM0+gq4zbN4B6R1q1YwUs5WVpZSQpCyQPSnqbPyPiy2ihbTaiNtbHc/SrJjJzU5qpyPiTJuE+e5JHIMfpUuWPxdVV3Mq7kA69wTMtUt3F0CG0yIQj0NY2ujDpJOnyk8+lOF5OV2RdpHcEGp0JC5RaGmqmkgZQBIcBgRtHaqaHs5dsPqs3vDcADSTzQ0sLPUrpSXUFo+VNCTZzbLXR5ij+9LKkGvEElgoIPpSRq62Gb6svhOouW43VuKeu02p834fxL6G7hXBZf/AC2MqT7elZuK7UGT0zOwt72NcVTwwEqfqKzqqjhHZgAjFjsABzUVYWuhdSvozCzojs7aSfpTdNIORYvY13w79tkcCQG71UCBoFnagWg6gcKKeBuNqCSrDT2o1D0+8RBG340G76fbH9m4uzfuU/QUHm4YlRSMnDiqhRsZqjjzBoix6LjfaeqWE0yqsHbfYAf1iqV6CX8QEuQZaeK1ygGQQQyn7rD0q9VLNsb1LHtW7hhiCSSIrVm+WZ+lYEt2yNUk+lY1I2G1wE9gAdqls2SGtdcwFJj8qm104IWEzvUHeHB3NA9diBv+NRSwpUjSDB5q6CRBhSRQd4jLwNR9aqHpkMvdge08U2JNrMfUB94d5rUySxPsdSdCByvcVqRlYrfs5KiCQR3G1W4ht2xe0hrLg96zppFHU83HOm6AV9G7/Wsa/ap9nPt3bYMAGeOwp6xLlYV7jKZkAc7GtTHSW2qT4juC9ZtGZKk881MpwS1na5tlFFcN+KIeFoHDmqp070BUEqD71GoNbEyCTxFB6B09P+m4vnP7lP0FB5kv3RVjFECnt3qoUCikaAu53FVG3+GcA4PTbl+9bAu3oYE7kJ2rWMSn5fVAGKWiYU7kDmusx/bG0HI6tc0sFMk7e9auMTlQ5GQFMs03J4O9c8stcNSII13GJG2/NcbbW5DktKASVM/OppdHC2zwAKpootsUG4AojtFAvh8SaKRlAECgZG8zvQdvNA9VDMQT8gaIQW2U7GPcGgcztG+4jkc1dpofFyTbJPIitTI0sbDl2lLmgz3kg1oSHvtp0X7ek9mO6t9azuTimuCti2/Ce7YBlRJE8imv0jsS6ciwZAkLE+1anJVF1Qsb90E7AwN6xkRWhdq5tliqOFA4cUDqBe9RRbcyNqNDAztRG46ddb+zMTj9yn/6ig89WCij2qxmnBoWO9VCEiPeirzo3QXymXJzP2OIu8tsX34itetvLNsXfVero6NatOBbGxI7/L5V2xkx5Yt3WfOUvm4AY89/nVuUNIGTlMSVUwOJFcss701MUdLeppbj1rk3rQwtg8RA7VQ4KyntvQ2IrRv3ouzQy8HmjJP4vag4mQYqKZpkGJJqjisKTFAMHSRQEuAazttPaiF8zcCY9qim6oO60QjLJkEg+oqqPi5VyzcG41bx6NWpkzYtm/56xbbw/DKkcHaa1eUOvNl6W8IBpESBBA+Vas/SQXpWO1rHJfk+tMJwWqHqQi7cERBNYzi4q4dq5tuoFFA8cUDv4fegcoEENxFCHgQoINGjkOmaDb9OX/pmJv8A3KfoKDA21kDnikZp4BJ+6fwqjRfDHTFuM2XdthyDpRWGw9TW8cfrNqX1zNa41uzZP7MyWIPYV1yy4Yk2ob9x7sGIH8KzwKzvayIjPCmBt61i1oIKZk8msNCIhfcgi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diff --git a/share/tutorials/tutorial-tracing.ja.svg b/share/tutorials/tutorial-tracing.ja.svg
index d77f9f81e2ca1b54c6e8964773b5d6fc715d45c3..965ede5dec0e2e3196204861d9caf26cd7f21fb1 100644 (file)
--- a/share/tutorials/tutorial-tracing.ja.svg
+++ b/share/tutorials/tutorial-tracing.ja.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Inkscape の特徴の一つにビットマップをトレースして <パス&gt; 要素を作成するツールがあります。このチュートリアルはあなたがこのツールがどう動くかを知る助けになるはずです。</flowDiv>
+  <flowDiv xml:space="preserve">Inkscape の特徴の一つにビットマップをトレースして &lt;パス> 要素を作成するツールがあります。このチュートリアルはあなたがこのツールがどう動くかを知る助けになるはずです。</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="77.267" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">ほとんどの場合、中間像のビットマップの暗いピクセルを、Potrace はより多くトレースします。トレース量が増えると、より多くの CPU 時間を消費し、<パス&gt; 要素は非常に多くなります。まずより小さい中間像で実験し、徐々に暗くして希望する割合や出力パスの複雑さを決めていくことをおすすめします。</flowDiv>
+  <flowDiv xml:space="preserve">ほとんどの場合、中間像のビットマップの暗いピクセルを、Potrace はより多くトレースします。トレース量が増えると、より多くの CPU 時間を消費し、&lt;パス> 要素は非常に多くなります。まずより小さい中間像で実験し、徐々に暗くして希望する割合や出力パスの複雑さを決めていくことをおすすめします。</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">トレーサを使うには、画像を読み込むかインポートし、<flowSpan font-family="sans serif">パス &gt; ビットマップをトレース</flowSpan> アイテムを選ぶか、<flowSpan font-weight="bold">Shift+Alt+B</flowSpan> を押します。</flowDiv>
+  <flowDiv xml:space="preserve">トレーサを使うには、画像を読み込むかインポートし、<flowSpan font-family="sans serif">パス > ビットマップをトレース</flowSpan> アイテムを選ぶか、<flowSpan font-weight="bold">Shift+Alt+B</flowSpan> を押します。</flowDiv>
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y8BkeHQGpTI2/ciEis/u4a7pysqIcfKwRdJQDYafduxBQLAFIeHRAQUSTo9py8jCu7A+LKEk8uXOhzM7EWwZ/TvwUYhjEManjJomtbTaCBWP+tmPmFeXJ9mHd8zo+6sVwfSw3ZeaN67TTKN18XrU1/9zGnPUthEbX+g7TF200wSMWj1bOfLn18epj4d98rVp/1IVvczIhB6tWPBOWUpcZ+Si6oYAExJd1+FsbKou22vCE12WlVMjrq4gQAAD8jaLUfa9wY0onVSR4nPQ3I39zDWM1bP9+rw4JH9e+8WezEoAOhimcmWKKRx0/d1qbJMyWazwHTjWxsdMXRuvysInZz9o+dEPPwUYXNsOHzrM8fWOicvPfYiuFqeL2FfxldsBqp/hQeniwhkXJ6026mlSRJpujCFm9gyXoUXKw0I/Z6mOjUKWbfVGgUqf367G5kaev5m1v05kX1rOv3Voq3K7JHEGGIY7UV9XwBBeGyORwuR0CWlpP8plf2uXkR/m4n8o3nrln1l4NOq+ElqMkpQJT6SJN+RvqfX5f3NfZDbPyXxOTUzNyi8joBSVRKUaff8HHOs221hNvBL4k5tdPnQpKIoSY7LknawVbmxtGN9WbL9m6dZSQmdJyg6O561w8rHx2xFAUA8ErSMEsPxzFk3v09hRzQyOoe9DBa/nitq+9nNiaoKy5jiX+e53Ci5VCK7uLTflOVm2bA+sQ7b6nDj6uBrNNX8nSMGed37leZNKmxVSR5xSEYQGv+2TjNu96kqeQsxsquTk8+si9WBAIyBrKp12+nD/Y0peFE6y2sRivfXAr9NMJz23oSABiruprPsNJX1RBZsmMoP/e2/3mS7aRvYzVJZcLfhya0JnrxHTenYrvxGs2U5iT4LVrzoJDF4XC4HA6bh7wdbXlAhEqlUilUEaXRu497Ggt5CYLiW2t2VHoeXajZiS2m6i8JfuLwLMR3z2z7C9N3HvSyaypSzM8I9ViDHbjhqUcGAKD1uV8SSig6ZvrSP27VBYVX5k07Vqdr0d/cbMhk+7lqyrLiRD6zOP3D4/M+Ttdf+V3ZNFyaAAAA/PywFfNOwvMPPvQzI79bMfbs6PU7x0gJip8fXuq2HAk5PbflvngFn8plDBUbO0qk3+IR97a7LsFkhq3eKf4NPQwzHA6GOwB+mv9Mr/odYeuNO1W7Q6tenXsu7hSsVf9i/Q2Cy5mNJkfelVi6rp6jJDRoUACA+KDVJ/2HNJaTKbw6e17i+oCd5jSUXVEDSUlRcUP974LD4XTtgUMkCQVlFWUyAIBZSIWpMkoqKmIAAB7v/1K3GimP2n8ka9T+Q0KcpOgt9L88j0ihUSlkLPXIxOXMPfe2mHU29IjicnD2oyzWAjVSeU5acnJKUnJKDmK1YpWtXPN8A9HURrj5D5385tYLkZZXOfh5z56xTDf2aRzs/KwLqxdeVNr/ImSs1A/fGVFp+vmYme3URZX6aJtbD9NdMm1X4FTLdYZkICi8ufVY3cLgoDkaJCAoyCkm9VGgQQCQFIavOvrXwnmHnk841lQjhl8UmwJ0psmRmm5Kd85OP9tSIKckTvi2HgYAoOXPjoYJTCaGr5q1rUTE3GXTmkmabSMqbvKFQ8+ZqtNFk84cijNftVWT9BVg3PL83Gw+DACAKTJKCg0v19S93r/ERZIAACCrzfzbToH/IK8eNScWXP3LLWfzjW1muErmv4rU1ISuWY3WZ72JeJJOAgDj5JTzyj9FPammQgAIyrJYqGGDsXl66WE2t6u3EigaY2baq7S3gPycaxu3J406crW/OCQ8kYhLSTXZPAl5UXYWs6McDcYrS3zzNj45+UN6WczfU+yk6PIauoYGBhpw2ouEgWva2weS/OBpTkLhdvz566yRB42afENYXGfwkGHScl32R89vtlPBYJKi3RyTAydiSwWGKljBg6tFNpsmN5QA5+V/KpcbrNQ4yxCV7ScrnotMZdsNFGnIMcRFV6g7awsxhJ3g67xRxC/8b+POUhwd9zDAmB9P7o8qI9iJ26496QU/37JglT91pUFlakpGucLMNbN0yADw0i94X8wHkErtp2uvNLwCrKVgDgC8nNu+m95SIQAAWWfhgU12DMDnIaLmi7y9LUR5mYFuhwqwueaMkvc5XEdG1L2qfmu1cUr/26ioKG8ZxWw2Ky7uXbO0sq2tHQCwjOWCDRuNKQCAmqepERenrdk4ig4A4Cbsfru5kV01FaVl7K6uQpPmdSBVUfxkx+JjyNILqyw6lwsgismJIdXVPKz9y2QYK+vFixRY3XDMjCHxEQ5Xz42VgQAA9R+9b6qMNBbvxtyyk4L2PFZZFGbUPOZIatN2nZnWXertO2+2tftDlyLz67kYANz8uAqVSdoiDQws/JBONnaRbJoNYFFZCaSajTRFQ28f5Kg5mksKTRY03fGDeZvuZ6wyNuyo7n9nPYzVfz697Q59wdnAlf25cbdOXbgWV5IWfeLWjLEDDaz6GckTAACCwpveoRSXJYZXv9CHeN+wa5qkKLqL/M638sAFAraARJdXVFAQ4VWLEEkkiry5OSEsJjWOda1+1D4zMQAAiIp6iJPt5wGCIElJaUND08YHjGEtD+jz5w8MhtygQdYkUsMg4ZMk5UHYugnPIQAAQJn5ddUZU8cehAEAAEMgjcVkAABZ02nVpm/NS3Myb2xyPZRMg3lvPuRP1dCkQi0ZuvcXgyJy6tkcLpfD5rGKU+uS/ZbOuwTxuRwej8cBmq6njkxSIgJYcqDbxoEAALSEF3rxUz53rAyVX/R47+bXFts8lbq2uIX3tntclvK4PFHpG1frv+dm2129+FMKX9WBQQSAi6EQqfEdaEHZu5haQ0/1ZrOL1BVWkRXpDS4OUvr8Wpr6ZCu5Vs62iOGEQdwtD9O9DNvSuosexlhpzzPMd/gvVYzeNOVkocVct93HDNb9XbloxV8mzRcnytqtP2UvleRx9QsAnfodDQ+sgEmVFSMAAFBePZ+oQqFp2ZszPTeuIWmsD2usrjx+/HScez8PKIpmZqampydpaOi0zZaVlRX36zcQwzAWi4lhGMrnyEw4cKMp9YLVRC6ZdH1G6Ek7esvEj/BREgn+RkbnPNy3atcrnbUXb4wlP90039WTG+DnrNOo3AER6YpqOmIkCplMoVCocDH4WkyYvXqJoTiZQqFSKFSaBL01FWFJLX0oPL0GMeG8OXtHZPmp1YPpUOdXz4s8sWXrVWTWieMz1UitvinJyKoiK2v3kfiJG3MwZsL57ed4E04MlIAAoCiYSBa8z+MNNyTz85/cLDH1NBJtSbhF3i41XKJBafCk713IMlpiK98mghY1GN23/uDzPE9DLVKPe1jUbMVxM0HBxXkn2EtDzznKEZHiQgovg90qcU5iGOqj5UntEjFJR1xGnyMBAADNaMWZ/eMVuCWZdeIDsh/eSMPYca9qZWxECZQ+Fqr1d+pWB4ySg2o+XLjFHT3PCqfez4WCgnJKSkLfvhZtWY2iKJFIYrPrG949yLu2aum5TF7L18wiZl3mHKejLSwmaS047j+nT49zxvySN+d3bzubZuIZGDbNUBwGYNzu8+Rtc/9ajp065qJDgwCAxXTtnXRbfpGbIR34VUFHT0ekcwOq3E++/GUez2mA9ebj1p0kpZkFX989e3I/LOxZldE875tuI5XbWDde+lm3Gf+vbFkHrnt19pe3UXcuhzyost5ycpWZCAQAIKmPm0p32XfZ8cjwr3vPCyafbJqPBJVvT645ic4MtqRDAGDMj2cv147cN4zRbgIVMxytUx7ytsxVq8Ht6EEPN3ZIRWaZqL6uFBEAQGDY7z4+WK4nATBVx/XYmWmKRAAARBSVIABOVkyGuLmLJJL8MaeaPmXr/L51kXvcD5YZKNU8fl4wexoz4updOet5VgyceD/ZCQcoilIolLasBq3flFKbc+LBHKHvap7OdbjoHH5uFP37rivIu7hkZqjY7I3XfYcpNS85kxRG7QhBNs1duknxim97tUaimJwIJ7q2y+LAkJiGESU0uVIwQLkDK4tWRnhNX/O0jKJkPHDYyL8CN4007nDpChZRNTY2Y0j9P/UiBblXVnueS66sqahkkRV0zSxHTvN/NKpvi0AHsc+MvRvSPBcMP8mwX3PsL10yAPzCe95rjtzP7eOy79hCHTIAAK16c+G18sKQhhC1Tavp/exVvJ98qpmpJAN/Sw9TdadPFV/4l3upk62pmqwYBSBfk19XlpRC/ebMHtBFJxBFJaWkpJr7uf5LeDSwPGQxxMx6CMrMirlywnnHFy33k9emki7PX7TSh230mmewWw5n3b8WYHfA6p8JorLT4cczJNurT5IUx/hc1ikVke5gLEFUeS01Oo+HAND5SCP3sZ9kXdiJtA8sab3tSrSvNL2bGl4kTZcjV13+z7esOGa93xBAk5CWlqR23NEkpdE7wkbvEPqNtLnTutOrjDQlm7gPS9v5PRoGyB2egKgw5ditsZLS8Lf2MFVvydlH9h9fvElIT4ljclCYIiIqLq2sJ/Ute3JQASplMW98Q86Rkx35MFd/7TVvaxUKBMBC/911XjsfqM07Y4LvQfnX6d1QjfDBg3AqlTp+/PRO38dEarNSK6V11em4+vGfAoRVVsaWkJehNCoqcStLaikMWVG8sH9vRFTUw/Hjp1+/HtrqTcxuQJDQMJDA++5PAkFEVkEonwFRpBVk8V75FYBv58OBA2c1Dhw4ejfwGAnHHw2BQMDjcRHk13sTHIYJFAqFSCTirMaBoxWlKyvLIyMj8vPzUbS3EFtBQbEHlIbl5ORtbGwpFEr7KQlnNY4/Fzwe99mzf7S19aZMmQlBvSUavXw52MtrQ3ct57x9+/rVqxdjx05ksepxVuPA0QgEQXJysidOnKqqqtbLmoZ1HRQQCEQLi8GnTx+FYQLugePA0QooivQeK93CaQxrI/MuEAjahNBEIgFB0A4r+eM5cBw4eiEwYcTHxw8bNjw+Ph5rjU6j7p7NZyinnldXVV9TzqypYNbXsLlsPi5AgQPHT+M0EKb0jBmzsrKyZ8yY1YbYnf28ew+cx+Ezq1mJyfEZWanlFWUAAAZDVldL38TYlCZGI5J6uoMU49VU1PBblOaJIpJSIt8fAGDcwthPTO0But+1hRWtz0nIouobyTe/BcFLC1obyFjvM6FVVS5WcVZebSf1cgl0VQ0FEdzZaXgcKIJ1+SJ2+5i2Iu5xnITNSC2R73xHDq35fCdKMGxC/6b97Uj5s2MhNU6eE1VJvz6rGz3wL18S5sxxWb3aa+bMmVeuXJk92/nixfMmJsZd/5zYLaVLi8oeRd6VlZWbOm2WiooqACAvLzcq8vG1m5cmjnNSUJYXCDoa9vzMwHkLTqc3vMpJ1l0afERph82aAnVNcQIAKLswE5t18/4KPTIAgJsSui8osV2JEaLc8GXLHTutbMD65Lfp6bI7hwZ1/JImyilL+RibnF/JAmJK+v0GGqsI1+LlZ1xYs0P17GXHjKN7w7L5AABBVfyzz7SaukgxGABYcvCKTc5aZHbcnhnLcsys1KgQAPySV88yNW0sFRoKPr38pHY8yt9KFGc0AICb4DtuLenonVUG5J6zOvr4YUh7mKcu+fuuWR8XcPiySV3SpbjGoqpIdXxUHPlL/j/iEABERQevVWMUSb8yrwEAe/fu27jx7xkzpgMA5s+fR6PR9u7dd+FC6PezGkXR+lr20+cPLS2tRowY1fy5lpaOlpZOVNSTJ5EPXF3dEYTZgTOACWqrpeZdvr5MC8o6PcuzVoApQdIjdl49aikKAC/p0MRVLW2QHzhmkrag6RQoM+XekYN3Kvv/NYHSPI3zch9eepDDw1AEQQR8vkDAr8/OL3vvv339dZTNqgf67vs9TRpfEeaXRJ/c5h2aJGKkyY79KjXajhF2eD3T3NN3+2xjsVbmBJIwmbJIPDZgxWnGFl9/DwJASx+s35Ixz895mGJjz1B0Zu86Ol2BAEBdlItt6PwDfiPFAUBKrs6cHoOzueVpswVEKUqXVpefedFrXVgOB0NRASLgc1mVhWXceaPu02AMw2gWO8/vs5aAAMAqnyybHz3v8q5BwhMmWv5guWv0zJA91k3lmphfH3yVsfO0GTrEmIMCAICg+EHie5LLorkGVLg0osIAACAASURBVAAATFWS+h5PkJ9/f6f7pnMfy4DsgAU+J7aOVe5kYkCKw+bbrY6qtQhKDHMQB6Du8VT9ha9bvrcMSg5zEP+2c7aJqgEA586dJRJb9GGnT582ZcrkboPfrm6cxxakpicpKiqNGDGKzWbv2rXr7t27AIDx48dv3rzZ1nZUfn7u58+fDA2NeLweKXmgfA6LxYIA4LL5aMu7lQRJfQvLhpvh5Eb4b/O5iznuv7d8jIaQbwYRyBQKBYYJBAKRRCQSSGSyOhz77rXK8IkDGaKi4rJNlXH5edc8nI/DC4888e9HeevhcMZxwy5HaUHxs4NLlrgLLgTO1yQLjcXK1OS0UqCvV3vl1huj0QpQydN7paqT4YLUVLqigo4YAICdeGLx9DAKAACpTq4tKXCZfoIAAOCVJrFNcTY3P1levYBE7fotTpLatL1BEwEBJhCIBAKBCHJPO3lU+tzcaNKqmiI3+2UyQVuhjQGHpQc6yu4JfFY2ZIIcAQCA1cRefS093k2Bk/2OYDZM5N72g8+zvubVUe4FnXoGAZL6lG3rTaHGYOvLlxKyTj8Dme4NtyDnvPv6N4OOvb08ELw7smC5+wXjGwvUOiAJVvv6wKEip5Xm1162fChhGfSuicnfcc62vEYBAAQC3CYZ3v6Tb2M1n8dPSfvqNHUmAGDXrl1sNtvOzu7q1avBwcEAAB8fn6FDbe7du2lm1q9jVqMVr86fxBhQ1btSQX8AAFYdvX2OkzgBAJRVnEtu8zYzv/jFue3e1+ttVgU9HN0u2CIpj5y1oO1kyQmPiJftP9iixQcXFNzY7Fe3+HywiyYZCPKzi8lqCiIQACQFmzX+bnOdfZ9PPGGdu3/BmjvJueVkl7GXZC0chioSTGY6AXZ+VhYAWk4uWqAwKw9VbqwqSDNyD7wiZKvPB+O2uoMxyOehhK5ZLaj8+i6+QoAiiEAgECACAa++nlb+4GSArBmNy2aDPhOWTNYgA4yZn8GRt2/HQFjGcqrenkuvK8dNlIWBoOCefxRPd7ZM1bOVvsXeA0Z/fl068EDgRhkYAMBJOel+Irsea3IRzq+Yd1754OsL46S7i+AFeQ8uF4zY5jlCWRSAEZ5bR9jsfJjn4qbRjiXc5DPbX1puu6bvJ8zqHztn+2zZdz+OLj1wBCstK1FWVgEAPHjwYPjw4c1fPXjwwMfHR1lZJSsrk0jsZA6EYBpdWloaQmkEAADAgPTIveEdeOBAUPnp0q5Ne+9nAwUDw/enPZ38WEw2SWXIDK818wbKEFuNnoq0Dx+TCpiQhJya7oCZ6meDYyr6O8jAze7T5SLbLU4N9piXH1cma9lUy4io4uCkeDYilW0/wCvo6oj903crnwiZw4hbZbs8R99MrvkeMFbWpzK7i26NORh+YczFs7XiAABeei4z71FIYAYZAFD3qZCHJ8qERiEfJVAIXbEGrfr6NjqFDcHERn+LSKYOHEIIfpw9YOEATVG6aoNgEFJXzKLJd1A8DqKbOij7PEqsn2gjWvXi2NHPfExDmGeZ1/bveE6GAABIXWYF0lwmCxbXsbQaLiPXkwibkxdbrmir3ej6i2oPUSyLyuMAjTZlaAT5N7ZfkV91Z4hkvF+rSP+1q4EyggGynLH9nNVbPUepkHt8zk488P8/q9uU671+/fq3nRuS6jdhxmwtKIt5K4KN8jkIRGz/3JHy6ANL1z+CrafuChljY64h3ZCVRtlZj3wW/uVBunV+bqO3gtUnnFux9EyBnq21oRyF8zkiJO5LWl5RZnDCsNV9G+ptcPNjy1Wm6DTV4n2fRuk7T6gWrxwdqWEjgCBCE6USYQKZJkojEyCilP5ga8Nme4+WYalPGv+fouuyfXVubenb0OOPkFEe7t7m1W+C/R4Txyxztl29VU2XgvO5JQcDwe03RAhqCquoirIUCACy1ozVWwEA/Nrsr4lZJXUYTUZRY5x62oLzxEHbxzenrTGUjxLJcAfzA0HKqL9Y0IcC3lDR2/4f9Oz65Ah/SzXyCAidzIABANx4n3EtpWBJ6jP2BM3o4eTEqeFS6bTGEQPT6FRuDactudDqaN+j1c4hExUJ3PiWj8UdwnILAACYoL40KerM5pVTSk4/3T9Uokfn7KApt25d7fqIiROnfw+riUSCnKx8QUG+hoaWo6Njg+PdAEdHRwBAw1c9e99FUFNUVfJk7Xg7GgQAxi0toM5reFYSeo477q4ylEaKk+Pjo7NhuqqhqTaDTNNwWO4WNC48vtpFjQE1BMxbg9GVN+44KTWPAE52dPh7mgJRaIGlpRZv6dvoWqOVGq1q8VKaavEK+3aiqnpGRs2FSQV5ybSnTfMSVZJQEBoc9JJju/PS3olKJACcRpvSZy/yD2L/tcqLCuF0bnLLSASUj7Yp3I5Vx2x1PtE/5PJcVSIAAGDM+DPLl1+tM7bqpyEJ1RTnZCQlp5YUxx5/P3nPkMYa7rCINJWT2VzxlJd55XCExl+ugyRhQFI0lq0KK2QTh43dETDk85Yln4XNbKK/29zrTba6SDDvu26DKkHm1LBRQIcBACi7hkOht33IvORTu94P37VLlwwAt6NzEEXlTcb/7V/2YlzIp21Dh/XknO3ZIhBMmTK762Pab//uGaspREN945cvnmloaG3evBkAIJwtAwDExPwzaNAQPp/bSbYt7cRM24skIGCxFJawsz7WWfhcPTNGGgaAk3Rk+t+NR5HlTQxYiQFz3a9Dg6z1JQVFARuT1Ddf2TNaGsMATKU0BWtIRXqV3NABwp4URFUfPktd6IoUxb6SBe9yeTZGZH7e47DifiuNW2rxFkSElxi6CSvP8Erj32TwoeL7R3dFYDCFAgs4fIgE1dSQHGEIrXy2ZaZXjOTYZTtOaGzfkVqFASUAAASzM8oN1/lYpgS6WB+2OXJxj400zmqChCyNVVqHALmWsARjJ5zbH2e+bntTlUik5P6uULDm1rXxLdVS+ZXpSdUKQrIMBCl9ffhSXDHfQpMEsJq3x0++0jjrBTc8bllFSk1hnYCoYqSJfGndAqq+68GACbIwAICd4DvdW8j+lmRkVpJUdNS6rwlNVTVnFL1Kr5+lIA4AqE9/VcQwV21TfJWb9z4l5/U0/QtNH7zWn9qS7m4emhABwlCsh+fsKK5msZjf/Ti6ig0pFJKenmFRcVFU1BMajebj4xMfHx8fH+/j40Oj0aKinlRXV/XrN4DL7ShVBlEUjMdsu/nPq1cx7z59DJ9WcjNJddxABpVMJpPJVHIrmS5uati1ymkBZ/dv37Rxl3/Q/r6fbyayWF+vXywwm2zaFH+QVa20yx5GZHG7SrOqj59Ov73nYmJlVvjuEL7TX5ZNtXgr3hxfdQKdvXwIHQIA45XnlVYnHnNZdDLZcP+rtwGTaEj/HZeu7RkKi009eTfqiRf/1j8V4uZLAiIjr+2aqpYfW6tkIrT0CZEY5nN8LkdHnljSj45TGgBAVu6vXBb9vhwRSn4+2b7ilvb6ddZScItFBxjSOn1Lktbuq9lquZGqP8WOHRYax8TQ2rd+uz9YrJzdtGwBUyWpnI7cV4KYpo7gsufcWbOcZ81yXujzWUZHocke8tLOLJ48aWN0bQ/CVKLq2FlK/+w8+qyQxSp8dnTnP8qzHBvcDFD3eKrB1Md1AIg7hBU0ITnIUqJpBavu5VYvv4eJpSwBryYzyn+Nb4HlDBORLs/ZXVyNYRifz2+zS1T4k++Mq2mi1LGjJ95/dDstLWXkSIc+fdQAALm5OU+fPmIy6xYtcmuQBOhwHWP2kQPNsfM/+w6kDfc52OQrYwgfhVr0Acgadlb8vzfuIE+z0pEXqYtOqs6vWz4piT18t//Y5sr2MMPee+PLBfPGxtiOGWqsLidGRNjM6vLCMrGxni6GjXUsiWqzfDelLZs79Lisw7oTS/XIAPAL7u7wOng3T22u74nFumQAOHHe09cmGc09GOLsoE/Ke37cbecN1dVXzWgguSGpJyiJfZOo7QpLqGkKapPvHd98oGr8yaHty4STZDQ0cEI3LjxZudoeWLF0J3eJnY4Er/BzxMWQ1wz3gCOOQsplBNlRa6Zc9pzrnjxzzABtJWlRIsJh1laWlJEGTrbr07yURTN222wx1XPhMhPWh8LhRy8Nl24aKBT9ZRdDQJsYCmVmPItIUx/vsrA10VMy6hT0xGEAiaqamPRj9Gzxmqg29+TerKWeFjoVgNF/wb6TLg1JHawuIapYc6ROF+VSxczmWEdsd7VcnMMBon0sp2y6stm+ofZrJ+fsntcAAHd3DwcHhylTJjV8evPmrcePH586dfIHsmUAEEkEBWV5NzeP9+/f3b8fXlhYCABQUlI2Ne0/eLAlh8Pm8bjdNpCbfOl07rgDgYPpEOClnXKeG5Rez6MN29fc0TDdaset868fRb379CKBg5JHzp9pOMDGr3+f1nLmJAUHn7uWGW+fv4zPSEtgIQSaKF1K1URfkiAUz5GUHL3DHb2FbkHGfNrGoDUttXipphvCn5IIgJ9z0c32YKrymMUHbs7uL0MEfLqadNbeiYOPCVCNJZekCLz0gFkulykOS05dmGkmBrVYajIRD6jb0lrSeue1gBvnb947H8WCpbUsll7cbKfTes8PgOkDV197NP7F42fvo+89r2WjgEwTl5LtY2aOCEfksIzNjusBjx+niq0ZZ60pvCeXJMZgtF9Uq87PyBC0WwljyA5CgTgMyJrzjoX1PMomqYzbdXfcrjZhbu61fS8s1m9quxwl7hCW5NA0LET1pmy/PGV7T8/Zva1GAQCenh5ubstYrPrJkyfdvBl++nRgQMDxbtere1Q5GIIgEolCJpMJBCIEAQRB+Xwel8v+xV/wQLnVTIgu0bnKPSbgIQScwr0SSH15GU9CToxXXolIytHJ3/WQ6upqT5w46uW1oWErdC+Br6/34sVLmczahj+TkpKXLHGvqamh0+mnT58wMNBvPvLKlYseHqvq6mpA68rBcA9nDh6Pw2TW1tRUVldX1tVVczisX/+dLZgiKdHlaICIOKV7bX5OlKEgRYZJYnLy30np3gzhQFpfX+/UqeN9+qieOnVcX1/v//POFg4cOP59VqNoC2n19PRu3rxOIBCEP/z+uBoHDhz/Bavb7hiFYbjn3jHOahx/NGCY0Huqi7ax1t0eQSB0THV8LzOOPzg4JxA0NDTev3+DIIJeG1d3CBTFMjMzlJX7dDgl4bYax58LMpni6Dj+3r3bGzZ49Z5C/woKisHBZ7qbj2AFBSU7u9Ed7gHDWY3jzwWRSKRSafPnu8IwocNinb048MZQFOHxeAIBH2c1DhytIBDwOyTGr50swJ8rDhw4q3HgwIGzGgcOHP9mvgDvAhx/dlyNK93iwPF7URpXusWB47cCrnSLA8fvBlzpFgeO3xC40i0OHDj+RV7jSrc4cPxGnP4hpdvuWc3j8KtL696/f3vj1pUzwf5nzvlfD7/08cM7ZnW9gP8fpw0xbl70g/iCD75z1z0ua2iLoPzl5Ztfapu9F37B48Pr/z4aVdz5SzmclPMHLyZz8LH0I08CRdBvjGkr4h48zWB9v2lAaz7fCv9Y2TIEkfJnRw7ezuP/FqzGMAzFMDQ+Pn72bOfVq73S0lJWr/aaPds5Pj6+4asuXtX8aUq3AAAM4fORTp4aRCCRCN+0nV5QGnHgcAxBQ09P39DY0ECdQYUBBHGSgv9+sNh7aPamPc8sDoyUhpHiZ6HXVK0nmEjAAKv/en79qnvqni7s4wvWlh7dPUOH1nBNjJ3+4Fau2VRbZRIA3JxHlx/LLp6jTwWAXxAZ9llt0hhtGl7a6BuAK93+DF6DXqd0CwA/59JClxMpDTVIUU5NHY8sLtGoTELR8zgfOFf9W3J1sKjWsKFlX1KS/zkf7p9SYbr/nu9gUbLOgt0zN1xlTfDdrMsmcooSv2Z8LWLWIp8/pQJK7KH1h7KH7zkwt684pks6s8p5Rvz6g5sm64hCAKtPDPWPpE+wbas5ysu+6X/Bzn40zupvG4N/ltItWvMpdOc2/5sfinjihlM3HtrlbCJe/wsq3bb/tlulW5K6y/mYJuHLmidzRl5wiQwd3XFVfBRBYQIsKP34skhjqKk0AQAgKPsYk6dmbc4gNrFac8hYzSFj2/ySrD13j8uziCJjh0Ei5RGProR/eFOaI37ldNyeTPpIGyvptNB10999hU0sNOWGDCKGe7rVnw5yUSXgRPy/4o9SuuUkH58z/2H/7UFvLumLVHy4evJmAsvEEvyCSrcdohul2x771tlnF2wT8w2aIVXy5PBBPcPgKbIwAKzPp/dHL7VsYjUv+9G1t0Dd0MhYT0WyVVFJbnLIXn+xo/aDGAr2q3erHh4dGU8etDb0AO/D+4xa8778gvupRaSR40cpkACBPsVjiAoJABQAgLArS4qLRQBWU8VFeFXFRcVsCLAq2QhO0m+31X+O0i1aEbn7HHnN3S2TlIkAANEhi/cMAQCAuh84ZyfZsu9+HD1Vuu0Q3Sjd9rgNCgN0y4/FVU8fozlCvyw0sW6KDR0IqvNrxdSkCM3Dhs0siY9+fMk3Mb2CZu4RcnaxdsN0zkm9Gw0NP6xObvB1nkcWAADCridZi+7fm2jjMpBeWS/gEysqSrGyZ8Fvhl0KN5ADACJK66lXnPVyPwsAEFSnssrKVi270tAZ6qYyeL3gb44C/xilW3bqowQRNc1tdroP0+pFNe3d9x1cPkSGAMCvqXT780DVHKFTcCu5fswQvREqWc8yODbmVE52HFN9tmzTs4BEDaau9pkKAAAIq7yMK0FqyntGBTwUn3Zer0GxOvvevSpJUVUz5XeXPwwgyA+asXCRUnrt7TeU6QsW98movf2+8VfMKtn5p69rShBaooNLjdEBUpuVWlGPSIrhXvq3uOB/jNItWldSnpVRsTz0zXFtkBa+dYHrSo1/gifK/YpKtx0e8C1Kt11C1GTuvGICgkL0IX/7qEkRAVYTG56qPVG/I10jgghDoVFtWlDyZOfuDPtD+9RJAACs9v25B2LjhjA+688enPYmh12SezUIo5fFlpcSr50LlC6LrUKGNcy3H3YsDJr16LyDRPvTM1/vmHd5fmSwjTjO1R7jD1K6hah0aTOvjVONpAkAGE/buOL86FtfWRPlmobLr6R02+EB3SjdfkN+m24+cyoAAABxLXN9gNa8OXYg3W73YHoXd49xs+9vd91dPOfMXosGEaz6hDsppgtXSRz6TDP12D8897V1Wi0iyI9Nr62hlFGn9+vv4j1STwHfI/sT8Acp3VL7DOhDBVg3Xu2voXTb/ttulG4BxilJ/5qQmNDwT1Iuk8fMTWr6MyEpvaRjN0RQnRC2ZcHfGVN83Y06vneMV570T8j2BfZOAbxF5865GYk09qnYoC2ntlo1JtlhMU2rUaOsVQoiEzUXLTdKjqnWGTHK3lJdBA+ZfwL+IKVbosqYaaTgfTe+VnK5lYlhu49km042FPlDlG6BoPBpgM/tguadPhR9ytNDu542PU3liTv2z9FoSWHw8p4EX4p48+Z9rsgQlw3Xt1vItklv8IseH/UL/5SanJhRTTexnTjd/4ljXxli64fLEOUWN4Y/9dnRF/z2hhbb+x5fOZhkf9Jj0bRP89Ytn2WlSoMBAOyvgZtWPiQBAACvMKku8+yGVY8aYvOCJLYoztNvNA5/kNItsc+sI+uzPVz6eRULRNRHup8+MlYO/lOUbkmacw5cnNPzkIZIUzSdvG6Rjx6jYzE0gqiKidXEgbPWGeirMyjd7HTl5YQsWvZYy9n79kwLBhEA0G9ZYNiASwd8F7nmBQXPlgSALD9knNOARvo6zRKKqz+kv/2M8/Rbaf0nKd0SFey3hNlvaTOAcaXbn7jGwq8prSHKMESJXR7ErOVSJMQ6WmDt6jscvQa40i34g5RuIRJdvmtKAwAgkhi9M9p29R2O3pOfw5VucaVbHDh+LVbjSrc4cPxmrMaVbnHg+F7gSrc4cPxewTmudIsDx28GXOkWB47fDbjSLQ4cvyFwpVscOHDgrMaBAwfOahw4cPxovgDvAhw4Oo+6e68OLq50iwPH91D6P9HBxZVuceD4WfivdHBxpVscOH4W/lMdXFzpFgeOn4P/SgcXV7rFgeP3A650iwPH78bpH1K67d4D53H4zGpWYnJ8RlZqeUUZAIDBkNXV0jcxNqWJ0YikrovhY/Wfjq0LN9i+1V72x6rmI1UJMe8K2B2+nQbTVAZamUh98wX4xTHhscrjx6jWvH9ZoDm0PwOPR36NMd/NoMI4BV8LxfRVKsJPvzVdMkMhP75YxkSt9NLhtwNXOutRfhVLjQIAvnxJmDPHZfVqr5kzZ165cmX2bOeLF8+bmBh3/fOfqXQLAOClX9hx9mm2VPLLgxAAAGEzgfnuW4dsOyr0jXLKUj7GJudXsoCYkn6/gcYqokLPjJsSvH5b9YRZ5vQ2DxKp+Xj5nuSRiMODG0r/17/0muD5vK7NPIaw6zl93O7eXS6kqyrIv+sXWLR14pj6WL9NN10fB9qI4Yz5BdDtoEIqYg56xs49OTby+mOp6cZ31u4W9z1nG3H9JWa56lfywEEvVLoFKPPj0bXBEpuevpuuSgIYJ/2ix+KLfab2E29HaX5J9Mlt3qFJIkaa7NivUqPtGGGH1zPNPX23zzZuqVOJ8WpLi4tYcNur1PIwyZa/Ra0OR35sfUTdl/OrPG+pbpilJay0yMu6G14zeJcOBbQqk8rLf+y789UAn60OsrgmTy/MX/VgUMHy49bNTIrMrEUAysx8X+vw92LlituRqekVyyc9gRuOcNx9cpnBN5ptjJUa5r1+/7V3hRxAVRo4be2+rdN0f0qB+d6qdIsy4wOXLTiTJmURvc/rJQAYKzPmZYZEP5trWzyvAU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  <text id="tracing-f02-ja.svgtext1826" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 513.633542) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="158.69894" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-ja.svgtspan1827" y="97.378670" x="158.69894" role="line">明るさの境界 しきい値</tspan><tspan id="tracing-f02-ja.svgtspan1829" y="103.37867" x="158.69894" role="line">フィルあり、ストロークなし</tspan></text>
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@@ -142,7 +142,7 @@
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-  <flowDiv xml:space="preserve">トレース後、出力パス上で <flowSpan font-family="sans serif">パス &gt; パスの簡略化</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>) でノード数を整理することをおすすめします。これは Potrace の出力をより編集しやすくします。例えば、ここにギターを弾く老人の典型的なトレースがあります:</flowDiv>
+  <flowDiv xml:space="preserve">トレース後、出力パス上で <flowSpan font-family="sans serif">パス > パスの簡略化</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>) でノード数を整理することをおすすめします。これは Potrace の出力をより編集しやすくします。例えば、ここにギターを弾く老人の典型的なトレースがあります:</flowDiv>
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diff --git a/share/tutorials/tutorial-tracing.pl.svg b/share/tutorials/tutorial-tracing.pl.svg
index 7f553ce52bb47583c5adde8c9dc1ea56dce29794..d14df61c0a9d6938a8f5bda97a3518266cbabcd7 100644 (file)
--- a/share/tutorials/tutorial-tracing.pl.svg
+++ b/share/tutorials/tutorial-tracing.pl.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
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-  <flowDiv xml:space="preserve">Jednym z narzędzi Inkscape'a jest narzędzie służące do wektoryzowania obrazów bitmapowych. Zamienia ono bitmapę w <ścieżkę&gt;, którą można następnie obrabiać jak każdy element SVG. Ten krótki poradnik pomoże ci zapoznać się z działaniem tego narzędzia.</flowDiv>
+  <flowDiv xml:space="preserve">Jednym z narzędzi Inkscape'a jest narzędzie służące do wektoryzowania obrazów bitmapowych. Zamienia ono bitmapę w &lt;ścieżkę>, którą można następnie obrabiać jak każdy element SVG. Ten krótki poradnik pomoże ci zapoznać się z działaniem tego narzędzia.</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="87.368" x="10"/>
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@@ -85,7 +85,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Im więcej czarnych pikseli zawiera obrazek przejściowy, tym więcej operacji wektoryzowania zostanie wykonanych. W przypadku większej liczby przebiegów wektoryzacji zwiększa się użycie procesora, a także rozrasta <ścieżka&gt;. Zaleca się wykonanie najpierw kilku eksperymentów z jaśniejszymi obrazkami, a następnie stopniowo z coraz ciemniejszymi aż do uzyskania pożądanej proporcji i złożoności ścieżki końcowej.</flowDiv>
+  <flowDiv xml:space="preserve">Im więcej czarnych pikseli zawiera obrazek przejściowy, tym więcej operacji wektoryzowania zostanie wykonanych. W przypadku większej liczby przebiegów wektoryzacji zwiększa się użycie procesora, a także rozrasta &lt;ścieżka>. Zaleca się wykonanie najpierw kilku eksperymentów z jaśniejszymi obrazkami, a następnie stopniowo z coraz ciemniejszymi aż do uzyskania pożądanej proporcji i złożoności ścieżki końcowej.</flowDiv>
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@@ -95,7 +95,7 @@
   <flowDiv xml:space="preserve">Aby dokonać wektoryzacji, należy otworzyć lub zaimportować obrazek, zaznaczyć go i z menu „Ścieżka” wybrać polecenie „Wektoryzuj bitmapę…” bądź użyć skrótu klawiaturowego [ <flowSpan font-weight="bold">Shift+Alt+B</flowSpan> ].</flowDiv>
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  <text id="tracing-f04-pl.svgtext4634" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1117.0685698) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="245.12865" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f04-pl.svgtspan5896" y="97.378670" x="245.12865" role="line">Liczba przebiegów (12 kolorów)</tspan><tspan id="tracing-f04-pl.svgtspan5898" y="103.37867" x="245.12865" role="line">Kontur, brak wypełnienia</tspan></text>
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diff --git a/share/tutorials/tutorial-tracing.pt_BR.svg b/share/tutorials/tutorial-tracing.pt_BR.svg
index 759cc7ec90104d4729ef6c9e644bb2f631262886..779403160c6f5c8fa82d7ff615ec03b1034b0ba9 100644 (file)
--- a/share/tutorials/tutorial-tracing.pt_BR.svg
+++ b/share/tutorials/tutorial-tracing.pt_BR.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Um dos recursos do Inkscape é a ferramenta que vetoriza uma imagem bitmap em um elemento <caminho&gt; para seu desenho SVG. Estas pequenas notas devem te ajudar a se familiarizar com o funcionamento desta ferramenta.</flowDiv>
+  <flowDiv xml:space="preserve">Um dos recursos do Inkscape é a ferramenta que vetoriza uma imagem bitmap em um elemento &lt;caminho> para seu desenho SVG. Estas pequenas notas devem te ajudar a se familiarizar com o funcionamento desta ferramenta.</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="86.261" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Geralmente quanto mais escuros os pixels no bitmap intermediário, maior a vetorização que o Potrace executará. A medida que a quantidade de traços aumenta, mais tempo de processamento da CPU será necessário, e o elemento <caminho&gt; ficará muito maior. É recomendável que o usuário experimente com imagens intermediárias mais claras primeiro, passando para mais escuras para obter a complexidade e proporção desejadas do caminho resultante.</flowDiv>
+  <flowDiv xml:space="preserve">Geralmente quanto mais escuros os pixels no bitmap intermediário, maior a vetorização que o Potrace executará. A medida que a quantidade de traços aumenta, mais tempo de processamento da CPU será necessário, e o elemento &lt;caminho> ficará muito maior. É recomendável que o usuário experimente com imagens intermediárias mais claras primeiro, passando para mais escuras para obter a complexidade e proporção desejadas do caminho resultante.</flowDiv>
  </flowRoot>
  <rect id="d0e31" display="none" height="1000px" width="288" y="337.45" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Para usar a ferramenta de vetorização, carregue ou importe uma imagem, selecione-a, e selecione o comando <flowSpan font-family="sans serif">Caminho &gt; Traçar Bitmap</flowSpan>, ou <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Para usar a ferramenta de vetorização, carregue ou importe uma imagem, selecione-a, e selecione o comando <flowSpan font-family="sans serif">Caminho > Traçar Bitmap</flowSpan>, ou <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
  </flowRoot>
  <text id="tracing-f01-pt_BR.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 383.076978) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-pt_BR.svgtspan7001" y="99.753128" x="101.47987" role="line">Main options within the Trace dialog</tspan></text>
- <image id="tracing-f01-pt_BR.svgimage2577" sodipodi:absref="/potrace-pt_BR.png" 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IYDp9dri4DZx0hhSkpKS1btiwsLBT2MjITiAErCBhCAGv1C8EQArgCMIQAQTlfiOoAfLyO/G+PHahiwPFcHough3oVqF8AIghABAEAIgj4jQjyfHrmQxkm12chgoBHRLCk+BT9znpy+ulT+UOGDJJFkO2uu3fvVll+ZnrW4xSe+8yc/GOHsp6YRmGKfK60aOrURyCCgOsiSEd6+mhho6BpoPDxnz+MiIiQmQzk2wWzBEQQcFELMmbOyCoqPD50aDKF2bxAICYmprry7PhxDa5Gz86dczz/MKlM9ksikWUXJIgggOEIABGECAIQQQAiiCoGfCqCAOAQHhRBADCjp8yKoPkFEhAgAU0SQb0NvSCCgFe1ILuuCVpwIViv/nRVWFjonl1/tTtiOVczhnMiiYmdu3fv9tYbr4WHhe3dvV0RMyPjAU2edDXlNxBoIijvaCc2lFM7BTO9FVNdGXv7MtgvWJFIRVmJnI4ck6nD1f7CHF92WAaTZGDglggqFCHrNmOWN2OWfU0yeM1TOaYsgga89UDAOI5oiKC8oaGxCBp7m8t+6cYiKMd88IGJlAK19XadzRbx2gJfBH2LGdOfKCzInzVrBl4PRBAAIIIARBAAIIKAz6brPDoRAxEEHIugGzcMU7MPQgQBr4qgzP7rhAgKWxqsC0MEmyiCdmkbJbMiqCiBG40YAA/afrrvLQgBuH79us1mW7BggSwPFy9epLxkKlW9mCyCMvu0KREU2XPSagF1zYgB8LIIahqF2FX7vfFLVNwrZGDgwIFik2xxJCUlCREUFzVjqqmnnRBBWcAVy3euGTEA3hdBPaMQuxY9vaYIfuc73xEs53zs2LGDToVgXLt2LSUlRTNmU0XQQAu6ZsQA+EQE1ad6+w2a1IIK3dTAKX3hgrEW/MffrwqY7QvqMVU2xYgB8IIIKjZP1RRBza0S9Bpi7uHNnz+fwrm5ubIg0u97771HST377LOKmAoRvPLlJcG+78SIGEypGBG7a0R86WKdAOYFAR+IoLz7A0QQ8IEIOj0cAQDP7T7CG5BABAFYygCAWgThzQX40oMOXyTgYz9i1AVgFREMCQlp06b1nKdmNSXdfXt2CNJzF+b3bdHRnx8+gNcT7FrwwQfvt0usGmLlp66mvG3btkwoXVNVFhsbu3xZjr2Rmzo6OkphiFFVUUoC/dijU+T15VatWi3NWaRISrFMFB4erjC3oVyaNWsm3y5n9Lvfbg0LC/3Zq6vxUv1VBEX3UPyP/cllVg1GQkIC/RYW5POCt7jO+9ErDDHkreoZbLjAdjRyUopVzv37dinMbQpOHFXcLmfUqWPHY0cP2kH0ETCEHvZGYgO7FqsGvWwRlkXws7y9akMMFkHxLyFDbEcjJ6XQgi1atNA0t5FvlzNitG/fDnrF7+cFSQiodZs9ayafyqwadJ1+z9dWkPbq0eMubohjbLaVK5ZSeHrW47w3hGyIUVl+pnXr1tSeyuau1LJzSyonJWtByogVp9rcRr5dzmjtmjcp/Pvf/RrvNainpjGGALA6AkAEAQAiCEAEgUCYrgOhBxA4Jqsg9AB8LILeIPQIYFfIpmPUqBFuTG3kyDS/E0G7ewk9AsOIoXu373Og2/e/51ERfPvN190uH2vXvOnpj8eY0GPEiBEJCQneIPTQlMLAMGLYtHEdBzZvXK/Iy5ichDOSE9fLlNG5cwIHRF2Jz48ClFdcXNzkSQ+py9AxPl7UqiLZLl0SzYighwg9Jk+erPAm9hShh7EI+qkRg4yhQ5PZJ1+RlzE5CWckJ66XKYPEjgNyXZEMsRhxXryGri6DAiJZkniTImj3AKFH8+bNL1269Mgjj3iD0MNIC/q/EcOynMXLli5RF9sMOYmcuHGm48am36zVI/LtfBenz+KrVwZ1shMnjDMvgurTJhJ63HffffR7+fJlnxF6BKQRg5yXGXISOXG9TIWy4f18RF1lPpTB/6JkuSGelJmhVwauVTlZknWqN7tPCT2ozBkZGf5H6AEjBi+Mvq05IgahBwBCDwCEHiD0AJwVQRB6ALCUAQAQegAg9AAAfyP0UC9pBO3UGuCiCO7bsyMyMnLY0BTXUqypKnOXyYxYjOeJ9UGD7nNBBF22ygF8JoI5SxbKq8Dyax6RlhoeHn7q5DHZkESsCClWh2QzGflGkyYzhHc3bZBzZ0MVYW9C4UmZGe3axanX08xnAVhIBEX3sLb6hhqTDSvk10yCpTAk0VtZV2TGN5o0mfng/T8olj45jmxvwpYBahF0mAUGAZYm9BBakA3XZJOeDevXXKirNN5uRFME5RtNmswM6N9PkfKJ/CMUX7Y3kUVQLqfJLACLzgtS2xrZePBp7969aITBrzYpqUtiYme12HFkhQjKZjLyjSZNZlKHD1MLd5/evWXbHLkhlstpMgvA0lPTf/30z6dP5XsoYzMmM2yUCqscrI4AAEQQgAgCAEQQAKEHAJNVEHoA/iuCFiL08L4RA2AFEbS7kdDDOkYMxkhPHx0eFrbxnbVBKD1ueXYhAMXFxREREampqUIYZOIOPRIPDxJ6WMSIwZj3Qy6bXYuOI4Dlz+Gzy9Ul85zo+RG3aNGCfv/1r39pEnfoua97kE3BIkYMxrwfCuYKPTqOgITDZ5erS5PnRCED1dXV9O66dOkiJEEm7tAj8fCgCFrEiMGY90OhCdR0HMGjBdXPrq4uzc1ahAxQA9V0LehOQg+LGDEY834QRo8eSf0hEm67Fh1HYMP42eXqknlO9BriwsJC6vMkJycLQg+ZuEOPxMPjhB4+N2IA/GtEDEIPwMciCEIPwMciCEIPwBURBKEHAEsZAPCyCMKbCwChBxCsfsRiBOR3NpV4hQAANB3QgwAAQA9CDwIAAD0IPQgAAPSgth4Ujh9RUW3GjU0vKjzuIC0vcu9CDwIA4CU9KMIlxaeE5X5VRSk7abGLG7tqhUiHuH35spyO8fHsvnbkUN6ItFRKJDw8PDl5MDvPsTn/zBlZsbGx0dFR7F3HHnJPz5ndtm3bli1bThg/Vt5oFXoQAAAf6EHqCWY+lDFyZBqfduhwh9iQ/EDeHuGspd4MV8+BsqKshD047Y2Ocwo/Tnuj3yFTTNsbvQ/lTeChBwEA8E1/UAbpQXZXtTc6+xroQfmU9N2G9WtKS05fqKuk/p28a72ak7xTx44yzznGxQAAWEsPVpafYZ9p9jgXntOLFy2gYa88Lr7Nanvr5qSkLqGhoYmJnV9ZvUrmm5me9XiMzWaLjmZnd3ujB/aihfOpVxgWFtqjx11MuQ89CAAA1ouhBwEAgB6EHgQAAHoQehAAAOhB6EEAAKAHb+LfOHDgwNE0ZkzqUfm3HgQAAGj6yNJtelBtLuNGNztveuwBAAA9qK2ALtRVFhbkPz1ndp/evZ1ViF7Wg1CaAAB4RA/aG73rnp075z8G3iP+df/E8V+cPmHQHxybPuZ4/uHyc8XZ857v368vX5/15PThw4aePpVPinXIkEFPzX5SnS9dTB0+jHKkaBRZpNm9e7dtf/p9ZfmZ0pLT07MenzhhnLEiHjNmVP6xQxVlJS8uyI6MjBw3Np1P52e/MGBAf+M0qZwjR6bRA1IZ0lKHi2TpXio2Pde50qJJmRliT1uT2QEAYGk9SOeKSURZD54pLly0cP6g++7V7HY5HBeL0+bNm9fVlHO4trpMscepZhxx78d//vCeH/8oIiKCCR00NyB2WADFqV6aemWgAsukEiK+w+wwJ40Dhx+sk7Ae1PuYqbtEerBnz7ubqAdnzsgakZbKfb2hQ5NnzZqh2R+kONQXo2hyXywmJmbrlk3VlWePHMobP26s5hDYWT2ol+aTM7NGjRrBZaDCiOsLX8ymLurhg7mkHPfu3i62jTeZHQAAVgCrO1N6EGDk5e5OTOyMegAA6MGgw+qXX4qLi4uMjHzwwfvLzxWjQgAAehAAAAB6EAAAAHoQAIBgtjLxXyiUG/QgAACuW9tZ0PbFGFRm6EEAAAJcD9LvlfqLmoAeBAAgWPTgJXstIyQkRIQJHtGDfJsMutLEyvUoRwMABAyc/S7c/h1ZWQ+erykPuf2gKwQ360GDKjDe5sm3HA0AEAwqz1f9wXXr1g0cOLC2trampuaee+5555139LTV7NmzV65cKTuY6jmbmk9T1j/VFWc04U49KD+/QunqqUJfcTQAQKDqQWc5RBwSlCi+RIf6V60Ho6Kirl69yuErV67YbDZNVTVmzJgtW7YodB+FY2Njw8LCunXrtmrVqmvXrjmVpjgUI1RNWEIPepOjAQCCQQ8aRFZH0yMTcbbX6Zoe7Nu3744dO4z7gHV1deJeZ/UgKx9jJgXfj4vt3uVoAADoQUVAj0xEnYuz/cG1a9fqjWE1VZ58cdKkSQUFBd98883Zs2fT09OnTZvmME0D/fO3q/Wa8Mg6idpaB0vMAID1YsWRkpKya9cub66T1F++QBDjVD4lwG4GAIBgWS+2X6jWBPQgAADBogfraso0AT0IAEDg60HvrRcDAAD4Ows/9CAAAAD0IAAAgEk9iAMHDhzBu18dmggAAIJw5cdv9OBjj05J6NRpz66/tmnT2u1m+r51EgAAwNJ6UHy35eeKd2z/yxOP/2eHDnccPfKZ/37tTpXNBcoc6EEACFg9KJB/7FD79u04PD/7hSFDBh3PP3yutGhSZsbUqY9o3qUXbe4zcwYPHkQJlhSfynpimsFFPbYMM/QzdDF1+DB2SabIomx6pdJ7fAVljl7WCgIPvdz1nig2NnbzxvXVlWePHT045SeTIaYA4G09qF4nUetB+j6FHgwNDZWJZ/RILPSiNW/evLa6TJG+5kU9tgwz9DOKOKJseqXS04MKyhy9rBXPrpe73hN9+slHI9JSSRt26tjxl+9uxDQ2DhzeXidR282I77airITGxdRBIyV45FAeX1z4Yjb1cQ4fzKUvfO/u7RPGj+XrtujovNzdIhG9aNS9Sk4eTD0y6hNR98rgoh5bhhn6GeqRURzqoFG0tNTh4l69UunpQQ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-  <flowDiv xml:space="preserve">Depos de vetorizar, é recomendável que o usuário tente o comando <flowSpan font-family="sans serif">Caminho &gt; Simplificar</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>) no caminho resultante, para reduzir o número de nós. Isto fará o resultado do Potrace muito mais fácil de ser editado. Por exemplo, aqui está uma vetorização típica do "Homem Velho Tocando Violão":</flowDiv>
+  <flowDiv xml:space="preserve">Depos de vetorizar, é recomendável que o usuário tente o comando <flowSpan font-family="sans serif">Caminho > Simplificar</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>) no caminho resultante, para reduzir o número de nós. Isto fará o resultado do Potrace muito mais fácil de ser editado. Por exemplo, aqui está uma vetorização típica do "Homem Velho Tocando Violão":</flowDiv>
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diff --git a/share/tutorials/tutorial-tracing.ru.svg b/share/tutorials/tutorial-tracing.ru.svg
index 9dc5992146057970655985efab329bcb6132c111..c446f70f82a05e6d44d5d92d669882ad6b35b27c 100644 (file)
--- a/share/tutorials/tutorial-tracing.ru.svg
+++ b/share/tutorials/tutorial-tracing.ru.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
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-  <flowDiv xml:space="preserve">При помощи Inkscape можно векторизовать растровое изображение, то есть превратить его в SVG-элемент <path&gt;. О том, как работает эта функция программы, и рассказывается в настоящем документе.</flowDiv>
+  <flowDiv xml:space="preserve">При помощи Inkscape можно векторизовать растровое изображение, то есть превратить его в SVG-элемент &lt;path>. О том, как работает эта функция программы, и рассказывается в настоящем документе.</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Как правило, чем темнее пикселы в изображениях, тем больше работы для Potrace. Чем больше работает векторизатор, тем больше используются ресурсы центрального процессора и тем больше описание контура (элемента <path&gt;). Поэтому рекомендуется начать с более светлых версий изображения, постепенно затемняя их до получения желаемого уровня детализации конечного контура и пропорций.</flowDiv>
+  <flowDiv xml:space="preserve">Как правило, чем темнее пикселы в изображениях, тем больше работы для Potrace. Чем больше работает векторизатор, тем больше используются ресурсы центрального процессора и тем больше описание контура (элемента &lt;path>). Поэтому рекомендуется начать с более светлых версий изображения, постепенно затемняя их до получения желаемого уровня детализации конечного контура и пропорций.</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
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-  <flowDiv xml:space="preserve">Для использования векторизатора загрузите или импортируйте изображение, выберите его и через меню выберите команду <flowSpan font-family="sans serif">Контуры &gt; Векторизовать растр...</flowSpan>, либо используйте комбинацию клавиш <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Для использования векторизатора загрузите или импортируйте изображение, выберите его и через меню выберите команду <flowSpan font-family="sans serif">Контуры > Векторизовать растр...</flowSpan>, либо используйте комбинацию клавиш <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
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  <text id="tracing-f01-ru.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 374.45456) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-ru.svgtspan7001" y="99.753128" x="101.47987" role="line">Основные параметры диалога векторизации</tspan></text>
- <image id="tracing-f01-ru.svgimage2577" sodipodi:absref="/potrace-ru.png" 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diff --git a/share/tutorials/tutorial-tracing.sk.svg b/share/tutorials/tutorial-tracing.sk.svg
index 2b635b25bea2a7baa0d7477894a1a86a075b4bfe..01b58d513684e17dc45f0d6695c04f1f1f33c4fd 100644 (file)
--- a/share/tutorials/tutorial-tracing.sk.svg
+++ b/share/tutorials/tutorial-tracing.sk.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Jednou z funkcií v programe Inkscape je nástroj na vektorizáciu rastrového obrázka na prvok <cesta&gt; v SVG kresbe. Tento krátky návod vám pomôže pochopiť, ako tento nástroj pracuje.</flowDiv>
+  <flowDiv xml:space="preserve">Jednou z funkcií v programe Inkscape je nástroj na vektorizáciu rastrového obrázka na prvok &lt;cesta> v SVG kresbe. Tento krátky návod vám pomôže pochopiť, ako tento nástroj pracuje.</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
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-  <flowDiv xml:space="preserve">Vo všeobecnosti platí, že čím viac tmavých pixlov je v pomocnom obrázku, tým dlhšie bude Portrace vykonávať vektorizáciu. Dlhšia vektorizácia znamená aj väčšiu záťaž procesora a prvok <cesta&gt; bude tiež oveľa dlhší. Je odporúčané, aby používateľ na začiatku experimentálne nastavil svetlejší pomocný obrázok a potom ho postupne stmavoval, až kým nezíska požadované proporcie a úplnú výstupnú cestu.</flowDiv>
+  <flowDiv xml:space="preserve">Vo všeobecnosti platí, že čím viac tmavých pixlov je v pomocnom obrázku, tým dlhšie bude Portrace vykonávať vektorizáciu. Dlhšia vektorizácia znamená aj väčšiu záťaž procesora a prvok &lt;cesta> bude tiež oveľa dlhší. Je odporúčané, aby používateľ na začiatku experimentálne nastavil svetlejší pomocný obrázok a potom ho postupne stmavoval, až kým nezíska požadované proporcie a úplnú výstupnú cestu.</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
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-  <flowDiv xml:space="preserve">Ak chcete použiť vektorizáciu, nahrajte alebo importujte obrázok, označte ho a potom vyberte z ponuky položku <flowSpan font-family="sans serif">Cesta &gt; Vektorizovať bitmapu</flowSpan> alebo stlačte <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Ak chcete použiť vektorizáciu, nahrajte alebo importujte obrázok, označte ho a potom vyberte z ponuky položku <flowSpan font-family="sans serif">Cesta > Vektorizovať bitmapu</flowSpan> alebo stlačte <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">

diff --git a/share/tutorials/tutorial-tracing.sl.svg b/share/tutorials/tutorial-tracing.sl.svg
index ec7c1679042d64ee2cae37d12d310dac23b5901f..5eba0168a3e2ab6032fcfb94252db3bb136def76 100644 (file)
--- a/share/tutorials/tutorial-tracing.sl.svg
+++ b/share/tutorials/tutorial-tracing.sl.svg
@@ -57,7 +57,7 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Inkscape vsebuje tudi orodje za prerisovanje rastrskih slik v <path&gt; elemente vaših SVG risb. Ta vodič vam bo pomagal pri spoznavanju tega orodja.</flowDiv>
+  <flowDiv xml:space="preserve">Inkscape vsebuje tudi orodje za prerisovanje rastrskih slik v &lt;path> elemente vaših SVG risb. Ta vodič vam bo pomagal pri spoznavanju tega orodja.</flowDiv>
  </flowRoot>
  <rect id="d0e16" display="none" height="1000px" width="288" y="76.568" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Načeloma velja, da temnejši kot je raster, boljše rezultate bo pokazal Potrace. Več prerisovanja pomeni večjo obremenitev za procesor računalnika in <path&gt; element bo precej večji. Najbolje je, da najprej eksperimentirate z bolj svetlimi slikami, nato pa postopoma preidete na temnejše ter s tem dosežete željeno kompleksnost dobljene poti.</flowDiv>
+  <flowDiv xml:space="preserve">Načeloma velja, da temnejši kot je raster, boljše rezultate bo pokazal Potrace. Več prerisovanja pomeni večjo obremenitev za procesor računalnika in &lt;path> element bo precej večji. Najbolje je, da najprej eksperimentirate z bolj svetlimi slikami, nato pa postopoma preidete na temnejše ter s tem dosežete željeno kompleksnost dobljene poti.</flowDiv>
  </flowRoot>
  <rect id="d0e31" display="none" height="1000px" width="288" y="297.8" x="10"/>
  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">Prerisovanje uporabite tako, da naložite ali uvozite sliko, jo označite in izberete <flowSpan font-family="sans serif">Pot &gt; Preriši raster</flowSpan> ali pritisnete <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Prerisovanje uporabite tako, da naložite ali uvozite sliko, jo označite in izberete <flowSpan font-family="sans serif">Pot > Preriši raster</flowSpan> ali pritisnete <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
  </flowRoot>
  <text id="tracing-f01-sl.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 334.519715) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-sl.svgtspan7001" y="99.753128" x="101.47987" role="line">Glavne možnosti pogovornega okna Preriši</tspan></text>
- <image id="tracing-f01-sl.svgimage2577" sodipodi:absref="/potrace-sl.png" 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+wsPRQ5HAPOVzWKLE0UqVVx0aoVLJJEBk+SLcU3km2eRAZNUvgqOn7LeoCLE+sH8dbYoTgsJAohpLEYdHqNVpVRKQ6SjQpYAu1UXgb3CMgkFCPoxlojaiVoR5J/vD4AT9yNOh58qWKWM0aTXyEVKWWTxgMxZ7bkMDCUga5YQvhQPnKCt7JUfkIXwgP9LXOiAilSh0fKRWFa2MnrEuUfdVUYDy5kt9C1StP3QAD0SIDf0MjHEQXwjyoUkRERqJblkI02omaPwqu8Wpw75C77BxtO+Aa9FI863Z6cM3K0UyJDB5nApzgWQqNjZId2iwSThovvGcSwMI06MjJnHwGAfHE7CkFwzgRGL44iWtCxEDf00iGIwf6xv2c1xnl9ygmqEtUUdwFwTVUY/M5HieUEVBaOBleICLZCHsBkhtCw17CYMVCHfKud1og0ign5pdo0qZeCu+hSHcJSdAvBbGeIRfDe1O3gOv9gmRRXqhDOr1nRETqCfolZDdFUjjq2jpZGu1JJcETJ3CjmZj3yn6LRjPsD96P03+nl2XpXWET0SXacVFqIRuJtEM4QvE879UoXJh1gcRIuPAGMPLPSJRgacSlIc2+3gemDp0YmFisug2l7xwSXBksLJIxUU3jRLNzqjbshwzOULiqIFJDLkKyOcc5Un1gKyZS++DKToPSZHwzQ4Ilqb9YoQlHYCxeWDBC4Y9qDKEl9jUqnDPdBzah43jISudrQOaipAGGVK2kXmBxOmIJGIVkKTkvkCAHJbGWIb7Ju7K90WvpRE69kdL1dniz0LQhv4xNY6YXjKXmzuL6mhdsn+YCIb7Av/IUCvqTqSdwFpX4tfIuAFMUu3nW3/VYkrahuYUWwD9J0aDmq9a81g9/PMWCxcs0E2iWSImu1MKnVNZ7hLKCxeGJ+B/rcRAwlvNBEzLGh0vUjzVfLMSIWZpv3/jSSKhMgmih6mSoy/OCKrEVITCGhg6O98Z/jmZyocmkjRPPlAk5ab5GMkEwWUxyKBQDaE6N8x1DjJshRi6A8YQEtQK0mhZc1VeHw1dMGT30KY5Vf2sw732v6wFsjY2hiQgbNcPjcM5gVeJwgZXH+HI5683l6AmBj60UTF6lFE8MLCRSlTJLLEseEPprnhcuii7kcQzh6SInVNuckB5pHiKRT4h6jAAmWzpngmCKeE1alDgsddDPvIWmA6VKDMZyrPd51uuznM/sWJqnmEpaXkTFhU4UTJWUvlgcnu7gaGlP+gshqLkIGKkdAuoOb8zwCySgSgImiosO+bZgwt3789Vpt2MwkpNJvUDbEF6QGCvELZrl+UDF4qiL4j/zLjH+WfHh4gmCoVMTWnFEtsNbvHDeOYUXjCiQ9JmC/Lx1tjeWweueYhIulPGyCYOJQ6DsicLbbbThpx0HEgLrdjjJzF/wQ5IjfRsTRO0sKYA4d6GM3EiulIVIJZKJgYlDlSpluoNWyXg6R6plXFkjidH6ASdxrDV4meX90ipt03kWVRei8Di1KlIeqYyNjZxFD5Zdp+1L5i66ddFcKbSV2nQ7S6dOdC5HOn+QGN4loTMDGipw98F48xN1YKRkR4pYFqlSRigk4jBFhDI2Pj52/nUfRpLOW73r1aOvPnaHVCxfmj5AClSGJZenvSSyMQ/jl7xZau8kLxDDopU4UrHtztDIaOHAg0gSFhWnTdYorhMsYdvLdWaLxXh0w0zx7HveddL8yPpPKDAYG9ics976InCyARr3VMZERIX6V66hMcmp6jnXd7Ag97UG8wVYluMPSkWK9fVummpw/hOCLQITQggv5HYqO9arSogUX/8d1v/+Yl70sFG/VLNeO//6wEpqmlouULKZoghNpYujhSpNMixVJR2QMXiITbthGoGF2pb9+3/9J1rvP/b9wCPr4gg1mmVcD5jeUGvqsAhkM0RhQMYIOZLHWRlMDoORKpoXGih4iYyLOU5oxj3/bepGh9a7374jECwkVhU7Z8EPr4cLnaM2E7ALlrfBzsJUhXa0xYYLGooHKQnN1lnS2WEx+jI89VCE/PVJ46efoXOyhwOP0osUyugI+Ya3z18H2JHqRkFiFy6YX10tFUtVOQN45wGXfFgcOPKz3okdyadC+mY5Wldy/Nc1deau7s8+630h8Fy4eHakVLroydYrV8bLVVRiqG00WSyUrKvt6SUSsSQ21eqmEYH2RO4haHj9jD+w8vfmVAAzWS582tv65IJAMIlIPPPBE71XrlwcryLRSX1Bk4js1GNzxSJp5Pp3XSznN5pg0IiApmvvhhLrq44o5NfvI7Cus8PuPcBoyw63dvd+NrYyi4peLkInIIGrug4J7IKP7PgGeMsQubrSKYwHsMEzHkYoCPHIwDsLYoWZNcL8+v1aeLdP2o4/futwsHm7TnV3d33adnRUqgJQ37FjBkNpSYmhoqquqcUPC9bZV5fgiLg4fcC7CchhYZF2VtjdYv2CBM0SHtff3q9tsVjMDVUHV84YFscePNra2vaJxfTaaFzP6w3lNbW1tTVVVVW1dY3GAHnB6m59lBzPD0+1erCvsST8g8GTighPEqmQyIAAq5dxOfr/DBIzm011VUXbbvEvKiQzVr/W0NpmNlsaRgUrMlQDT1NTXWNdXZPJZA7AAsju3pMPzsQ3g4etqXeSRttrVzwntEp09E83wBCy226z/fH9WqPZZKwt1+s2LJCIvFi3bCqqajgNzO2NJaNwvagvr200tphMJmMTWL3FMhysq7f1BRqEZmuKB8n4i+YcYYPSO0eneQFXGY5+DAYftqmuvKQgc9Mtc2fI5RL5zHlL7ttVYKhFNzZZLC0Vo4GVoPs/OtrBEszDqASRnT+1ay79qMq0AY9vHMBw3pqCZFOMxpJw6wGBAVgNGEdTXVWpviB336b7Vq1cuWrDtsdzC0prQD3oguaG0cBKqxpN5naLxSesYTLr6v3osJBQQiJTOz0BG264ria9LS9MY/GLBOxfqwGgqbGmHMgKcnWZmZlZuXnP60ur6lpM5JrGUcEgZ3cgJvhD0ALkZkHx8b2H5gnmEZ7U6abbRwwxfroHQIYWtJQGh3UPIrDfldc2GY2NtRWG0kN6PQ5J+kOlx4DLTERhaRlFZC++VgUm9g0V+pN92n3+7R96c3BYUqeHZ/z3/1hfNqdjAVT0UzADAmuqqylH58UhIsEDRIG6FuHTm83GmhHBfo1szGyxjAFm6epuPbBIcCmRPBXsDOMwFJCEC2GuT1IX47Ej438dlGZEIqupLi834FUBUanJ7Hv7UazsIICBGV4Ya3V1nz+5yzsEFy0sdFEDJ5pjhLkwJ4QObGPYK18vQbo0GRvqIFBWl1dUVFTV1PoHcQAzjUhWcKgc3WQ0hi6xMluP+m5OlCc7yGiK9kBCee81OLw8QwMIDN7eaESxqK6WrroGo9/1QCEdppFCRgGKYy0dY4OByE4/usAbt1cMcv7CoS2a0KrT/M24Bm2X6n/9MlQrLRAmW4wQwNGCWG4MEATIbEQzQ3f+XQsMQsb5ow96RaYaIDWXcMqCZ/2adaFIY1x227kfPaXHYB3mjhYwNSNAGdHtfJZAMLO5oWaEyjCw0BmRDBLT6eeXCMluhZ2kbs67l0RHjkJHggd9AJbzg8cBDCofFCfNKL2A6Fpa0LfDPvkIQisqrR5bYhYUcbu6e089uoiOkgpdgvsRj2ToZgNHWkoWj1FYV3/+4iVZyFJMLThmteMwbvaP5T4yi6Xh+DfBxpQYjruW7t6zRzfMEIlFsphsO8Mx3szN0bpCaJGE0sgzmLNYvuRxDCYkOxxRR7WXtpo3AsHAb8YGQ3+6ui+2Hlg2P0aT3uwku6QkXPCM/+Yz560WGXt2FLpLVF9R22CyWMY0FeFC5sYAG3sL4kXH6B9FcEyw/5MP/UuZbYgRqmnWe1SA8wsaWIispz89SiSWr0RgTSbzeMig0ggEK62uNVpoorSMQXb2fOvRZ/7si6Uke/uqC1/RD9HVuhlN6mbcl/lyBWluLNfEGg52qLS8rkWwR8uFkd8Cvdx1/vypl15xCzuB3uztd7yHapR1V5JNyblrEZjR1D4eLrO5sc6PKw+D+VWII7+HhYjs+FNnGI4O7+jQHz+SkQVLn3MWx5FJ67wNmUVUldcEM7c01tUERH4ULtqvJWz0+icgst/81OZt0lhe4ON8Z4941tm8Xhig3LLpkYKKOuO1jd9iMTXWVRsCc+WR2qYWyzWtAIGdPX/6+FO/sjO+0bQQHzi6PQmJyJYT5x1MI7BjUCNc81O3tzTWlhv0ga13eZ1pPFgg7LbW0xXP/+Tng4wQLvzOtBFGt61wsW8MJlmyaR+AGVvaxy6r2s0tdTWG0hcDc/iRGqNlfGAW0+lTx4t23fuzTifjOxslbIFBBTbUV7zGf1wOYCCx2rEkhoqLFhBXxZGSEYc710TD7mpsaDj+cubaRZqcPrdv9w8fLmA9LltZ2l2BU3zp8k2PFx3DljJa4Aabh4Ko2lDyjaIHfLKRtgWjBDILxYI409BQ9Zpua8LMcHVqcXO/3ely4/PedltzWXby0hhZ4K6HZObyTZkAZmwxj9B9kf4HhFVtKC158ZtlYikqx8wdQps00mejz4MqmxqqSnQ7E+dJxLLZcZr1qek52WmpKclJ6phwecg3f4/0vJVbsqC6GMErkV11tLebm8AVS4oKRioTS6ARh4KpxQz/dXSMqVIAq60oyd297lbpuH6FouSWu7fq0G/GMFlGiFq4dKw2FOWOPFCBXqocmpa6xkZUwplaoOs1+xQ7PNY01Fbodbs3LZ8xTrDE7boi1I20BxaGFlQ1NmLTyhulq8zDbZ6hvAqNVVDd29gI5Zy5o8Pc7rM5mkbB+OuqDAVZOzfePU80TrCtWQWoG/Ere3BwQFQ11YZDBVmjz87z8qAHPYRv9C4vr66pwXhQlZtAdu3U7Ohqaaw5VpKXuXNj4gLJeMCkAJaRh0t3rxYs7R0Yq7rcUKrXjTWz02Vl6nS5zxbg29AJXhUSHsC1CJMDEl7NTb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-  <flowDiv xml:space="preserve">Ko je proces prerisovanja končan, na dobljeni poti preizkusite tudi ukaz <flowSpan font-family="sans serif">Pot &gt; Poenostavi</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>), in tako zmanjšajte število vozlišč. To bo dobljeno pot naredilo lažjo za urejanje. Tu je tipičen preris Starca, ki igra kitaro.</flowDiv>
+  <flowDiv xml:space="preserve">Ko je proces prerisovanja končan, na dobljeni poti preizkusite tudi ukaz <flowSpan font-family="sans serif">Pot > Poenostavi</flowSpan> (<flowSpan font-weight="bold">Ctrl+L</flowSpan>), in tako zmanjšajte število vozlišč. To bo dobljeno pot naredilo lažjo za urejanje. Tu je tipičen preris Starca, ki igra kitaro.</flowDiv>
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-  <flowDiv xml:space="preserve">Poglejte veliko število vozlišč na poti. Po ukazu Pot &gt; Poenostavi bo tipičen rezultat izgledal tako:</flowDiv>
+  <flowDiv xml:space="preserve">Poglejte veliko število vozlišč na poti. Po ukazu Pot > Poenostavi bo tipičen rezultat izgledal tako:</flowDiv>
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  <text id="tracing-f06-sl.svgtext2888" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1405.7187255999997) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="124.67367" x="227.35374" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f06-sl.svgtspan2889" y="124.67367" x="227.35374" role="line">Prerisana slika / Izhodna pot - poenostavljena</tspan><tspan id="tracing-f06-sl.svgtspan2891" y="130.67367" x="227.35374" role="line">(384 vozlišč)</tspan></text>
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  <flowRoot style="writing-mode:lr-tb;text-anchor:start;text-align:start;" font-weight="normal" font-size="8" font-style="normal" font-stretch="normal" font-variant="normal" font-family="serif" line-height="133.00000%" fill="#000000">

diff --git a/share/tutorials/tutorial-tracing.svg b/share/tutorials/tutorial-tracing.svg
index 07f57bff741b25658ba4b003f245307411879107..56250912651492d7e6e203236a323a87d992d9a3 100644 (file)
--- a/share/tutorials/tutorial-tracing.svg
+++ b/share/tutorials/tutorial-tracing.svg
@@ -58,7 +58,7 @@
    <use y="0" x="0" xlink:href="#d0e10"/>
   </flowRegion>
   <flowDiv xml:space="preserve">One of the features in Inkscape is a tool for tracing a bitmap image
-into a <path&gt; element for your SVG drawing.  These short notes
+into a &lt;path> element for your SVG drawing.  These short notes
 should help you become acquainted with how it works.
 </flowDiv>
  </flowRoot>
@@ -100,7 +100,7 @@ something that Potrace can use.
   </flowRegion>
   <flowDiv xml:space="preserve">Generally the more dark pixels in the intermediate bitmap, the more tracing that Potrace
 will perform.  As the amount of tracing increases, more CPU time will be required, and
-the <path&gt; element will become much larger.  It is suggested that the user experiment
+the &lt;path> element will become much larger.  It is suggested that the user experiment
 with lighter intermediate images first, getting gradually darker to get the desired
 proportion and complexity of the output path.
 </flowDiv>
@@ -111,11 +111,11 @@ proportion and complexity of the output path.
    <use y="0" x="0" xlink:href="#d0e31"/>
   </flowRegion>
   <flowDiv xml:space="preserve">To use the tracer, load or import an image, select it,
-and select the <flowSpan font-family="sans serif">Path &gt; Trace Bitmap</flowSpan> item, or <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.
+and select the <flowSpan font-family="sans serif">Path > Trace Bitmap</flowSpan> item, or <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.
 </flowDiv>
  </flowRoot>
  <text id="tracing-f01-en.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 321.047684) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-en.svgtspan7001" y="99.753128" x="101.47987" role="line">Main options within the Trace dialog</tspan></text>
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@@ -148,7 +148,7 @@ become darker.
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@@ -177,7 +177,7 @@ thickness of the edge in the output.
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transform="translate(10, 1004.7290920999999) " stroke="#000" stroke-miterlimit="4.0000000" stroke-width="0.37500000" fill="none"/>
  <rect id="d0e113" display="none" height="1000px" width="288" y="1121" x="10"/>
@@ -223,7 +223,7 @@ than the others.
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e116"/>
   </flowRegion>
-  <flowDiv xml:space="preserve">After tracing, it is also suggested that the user try <flowSpan font-family="sans serif">Path &gt; Simplify</flowSpan>
+  <flowDiv xml:space="preserve">After tracing, it is also suggested that the user try <flowSpan font-family="sans serif">Path > Simplify</flowSpan>
 (<flowSpan font-weight="bold">Ctrl+L</flowSpan>) on the output path to reduce the number of nodes.  This can
 make the output of Potrace much easier to edit.  For example, here is a typical tracing
 of the Old Man Playing Guitar:
@@ -231,7 +231,7 @@ of the Old Man Playing Guitar:
  </flowRoot>
  <text id="tracing-f05-en.svgtext2879" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1217.8910520999998) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="128.14566" x="81.327339" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f05-en.svgtspan2880" y="128.14566" x="81.327339" role="line">Original Image</tspan></text>
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- <image id="tracing-f05-en.svgimage1651" sodipodi:absref="/oldguitar.jpg" 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7mtKgKfCuFtySd4rGXQ2vSM65Yu2rx3HiwVHdD3PyM1MsNxrHLVXKXj/bHiGD4iAauNq4+usdNb3dn3FFm89onzSTM9q57saN+0XMd1aNv8WraK3MpnxU65SXy8TIt3EhR4gIJP+4+tZtyw4WSZcsR8QdCyba4tvpGRqx7DN4LHZrJYDWB6gnf2p/JrtPTfSP0j/hnmdSxSxylsXC4Cl18ojv6mp/LfkX0knbR9S6beOFl4GX0641wFDcybTjSWWIeR3IHpXTHVy3vlm8RKxblqxgFreUWYqCLSBkHHY/zrrcMqzLNFTqeJftWrecmi4+w1c6o4kfrU9OeE3vhV9V6ZZyMa6MJxIBk8z8ventdap6Scxnb3RruP0+7Z03UuadWmfqKS8JZdqvA6zmY15Ge67J6NuKkvPK1ZZPWMu/a8ZVtqoJUqo3mea1ZO4z7b4ZG4qtkFSQoJIk8CubcBusukqh8sigCRQJFQPttpYcH2PeqqdfbFv2NVtCtxdIgtM+u1BAI8vrRC2t3ANFiSFI7Qay07RpRmO0ChUM+/JrTFbD4HyWuNm9NdBcs3LRuwR90jb/cVjOcyt488M91PGGN1TIsgQquYn07Vv4wjcVFd2oFXkTUVscED+z8bY/ul/QUVaADxrgJGpTEe1ehyCcENuY5gVuxnYLW9dxAGkd19aLKqnZQzyCPNAn8P96zV20nSk8FrlsAFFiJPrv8ArT4L7HYXsXHukQy7GPzrlW4s3dMmwL6zqQb+prnWtoxIdSeQYIkcivPnfXmNybQL+NdX9pb0hWM7j7tb8WXvOWc5ro7C6hlYJY2FEn74uDUD7ifaut8UvDMysW9vrL3WB8G2jqNvDGnb5T71L49NTPfZvSurdL6r1C9h3GvWMxVGq08qzR35g81rVnMPaWC53S8BUKNaLOjRAIJPuDM1vDO1i4xkurdNvZ9h8eQFUalj74YcVvLbGlJg9Zv4lxce6YdDpuauCPWs28aNarUW+oJk4qDJtgXBuHUzxx9IpMddNW/tS5/w9ZyFa9gsms7tabifY1nLhNbUly02E2vwit5NmR/u3B7ehFalmmdKvr+E2B1DQVgXLNu4voZUT+c1m9tzpTsd+B9KgZQdUHT7/SqqVi3ktyGU+Y6W9IoAMBpMUQ/Htk+b1qVqRIYkNsN6ig5DHSFJ53NWJQIBAM1WWz/4eqqZnULumT4Hhg+kkE/pXHy/G8Pqt+L2tN1si2DKr5m9d9q648Rm9qIwQJoFjj0oHlR2iKK2OAinp2Lv/dJ39hUVY47eJpd9K7eaOZFejfDjQ7q6iV1DefMRMV0ZMx7SpALkkRvU0qqv2j9puKy7EzNSi6wshkxrdwqdgEeD3B2P4GitH0rz2bqEeYMSN/XeuVbxTLNz7PdkkaAd5rGttXhKezoYhCHU+YR6VxzbgeRieJ5Q0o4g9iDXPGWZbjV1ZygXMG4pbyNPAgzXrmU24WGYuJfR5csDEb+lTPJcUTq/TWXPHULBP2pADaZTGwG4I796147Z2ZT9JOZ1zp/WcZWvLkWc1QQLtoGF9Z/CtTH7KzvcUo6xlYcNkBr1k/duFSCR2q3OVOYqOuZuNm3BftWxZuwZVhs1c721KqMXrF7F8pnTw2+w+lWZ6LitLPxLYP7NwQi/dK/yrdzlY1Y0nTGxuqrZm5aukkgLyZis3pfqn/4odPGN1Tp120pC3MWInYEMdvzrOtNsCRBqBhmgTeoEqhwPpQOnUAvFBIUBWEHaIqNHgw8neoIjtqcn3rUZpvvVR6H8H432ToByCIa+xefbgfpXnzu85HWTWO2N6w5u9WvuTJnevRXGIa77HsKilYmB2io05SaDY4Df9Oxtv7pP0FRV4NNthMaSCGB3M16OnKwO6mpAVXlo3rptioKqNJ1SGB7d6t6IgXdyzwwkmWrK2JXTshbZdCA6L5iPVf6VLSNNg3vCLbhhJUEd6xrfDpOJtOs3reU8iR6gjas2epL7LVCCqwNwAB+NefPTpEbI8Vbh1HyzsQtawsvCXe1X1v4gXoPS/FtqLt5iBpYxzP6RvVnOTNvDJdM+L+sN1O3fzVD4jMA6okaAeDPNburElra9Ry7Pg6w4Edue3Pyrnhk3kynQepXMvOup1O0VxgdSuvlAM13mstxynDTXPiy5mNet9F6C+ZiWADecwI9Y9a5+uOPbftb8QXTp3xDj3LlvHt2b1o/tcdk0sFM8T/tNdNT9o8+y+n2k6scb7Stm2WIDXJIHsYqXFJeOVrjdE6Ol1Fu5j5NwnZbY8p9qmtFrV4th8bKtHCxsYuABJvMjJt3GmCK6cVlA/wCJtzxcbpMDzq1wGOIhaxnw3Hm7iAN5rIEdxUV1QIKoUbj2FA+2vm3G1CJIiBI59Ky0bd1LbJjeqzUMA1UOVS5CidTGAB68D9aXoetmyuD0yzjgiLNsL+Arz485bdr/AI6eWZTm7l339XP616a4hiJqKUiainBfKSKDYYA/6djbH90n6Coq+soXsC42jVJgMOa9FjkhW8i5c2KiZnbtW8WaS+j2rbyw0xMRya3Zwiu8rWg1vVqIOpXPPyrnV2jLcfFyEe0sAbw3eeQfbms2G236X9k6t0+3aw0+z5CL57ZJO47gn2rFtxdZrKaNuXmsXBi3kOkEQRsZ96b9omtVf41+w6brH15rzZ4ZbbmU0TKy7Ny2besKYmZ71mY5StbleafFOPe/tDEa/bumxccEkAxzG1eiXhzsaLpOG2rLN60Rbyr5dfLwi7IR6RFMrEgmfiXzm3LiE3bf3ZI7+w4NYmeM4bstOw74zVuYd3G8PKskC5aaDseDI7Viy5f2huSaV+b1LK6ZkX7HQL9truCrXcoBCVAkAqvqRMk10mUx7T/iVY6veupZ6pdtMWdALjWkJJ7ia62SzcZxtl5D+JuiYfWekN17o/mayQb6ARA789xXOW7buqwNq7dsXhetXSlwcH6RWmLGp+GeqDLzBi5TEXOLOQv3gfQzyK1u1OFj/wAQ0Zhg4hZS9pS5jlif/wCGlV5xcUhv51lQiKgSIqBtUOWApHvNAZFIX8zUUQKWYFfXeooOS4NwqCYURvVjNR6qL34SwftnxBZd1m1j/tn+nA/EisZ3UaxnLf8AViRi3BBkITWPH23n08o+85MEgydq71zPj9ODWR07A0D0+7H51FbLAI/s7G/+pP0FFXeorYKou2k8mvXJtxqPCWiALagsBJnsK3MWLQzkP44WLbAsSFbiKt4IjeFZef2Zkz9wzFY0EbpwuR4dxQB97VzSwSMTGu4mQmQl4HwwWGgzwO9ZuO41LpIbrHUb6RlWkvnkXFUqw/Igisfx66X332VM7KGstaRIEjfSDS488kuyHPdVW9eNsoRBHiST9IqVqRIfq9tbNu14DXlA1CGCgVy9Ntb1wm9N+JsAFbeXauYsbA/fX5yP5VMvDn3Fmc6aA3LGXZF+zcS5aPD22BDfhxXHVnGnRhOldaxsDqnXr+YCcs3He20nzIu2j57bV6MZ/Vyy7UfTMp8Sz1G/etl7+VZZBB4ZiCSazljtZlpY9B+NW6YrWcnDF3ywroQNh6r3raCZfxhg5du5Zt4V+x4qsrvaZVDT6qNj9d6vBWVNjTcCiGgAA0ZTbuD4TBTtcW3qaOZiZ+dNjsrq+XntZOUS72rfh6jyR2JqNKm9a/bMAsDt3oANaIWY9p7VAzSKgbo2NULaQNdVZ2PNSk7TriCB86jZjLoBbgDen1KgMSWk81phwWTA5qjZ/BZtWszIxWKhrqKVY9yDuPzrl5f9N4XV5XnxFmNidPv3LbQSugHvU8U5XyV5sASkehrqw4/eqBQJjcUBVSV2BNRW06eo/szF3P7lO3sKKDe67au2Yt2XHAkxzXoxycriS91NLTqLttxAgeXma37xj0odnqmMVOpTrUyC0CdvnU99r66OPVcU2CAl0H123/pSZyJYYc5RbFybmknYAz+U1bnj+zVIOqWVIW2rAnnVI5rPtFkoDdUQwSSzjbk7flS5GhD1G2QDcRj22ck1PaGhsbr5tKU0BlOwDrqrNsalpLvV7DMZxvDG2yCKbmltoTZluVIsSCuoEP8AMb7e1XeonYGBmZnT8hruHdayHMkA7fURBrPrLDegRL32d21FmLE+pJmakmuC3aSwuri3Et7KTvPYVNHaqK6WIgH51luBhRqWTtNVU+ybZtaQIaZBrUjF7HtG59qY/eGscn1qaIC1sI7KRLTuaaXaG+stpKk6fumO1FAvMwt6O3O1QRQsHeoOIMEdqqjYluQxIEesVm1ZB3k3ArbbbRSKBlNFsJzO5qxnJEYGe0kTVZSMO0ztrjZf1qiZpe3cDIxVlMhgeKC56j17+1Oh3LN9VTMVhMbK49RUxw1dxq3fbLryd6iHlSRI+tA5UBAooqodJMH2qK2eBqHTsUR/cp29hQUWWjsZtqgx5lWkb/8As11ZqG4utdcgSZ1GOKrA3n2DEatMnyj3/wBqAKh7kMSW5gRxtVE1LdwWAqxr3MB+1SiJctHSxJOxAk771FN8NdMzA9qiJNmyb1zQIG0yxgCOaaBGx1t3RwUImVJqKbkI7XBdSyBaiB39a1ADxAp2nTsdNWok2iCW9DvWsemaddlbioANM7RUy7IdcuBcPSPvN+dRVe9osC3qazpqUAoQxDbD1pppNxwjWypJgDtV+M3s8lbeQxtsWRCQCe/pUDnKC5cJlfMSojner8EJwqvbJuh2J3Vd4HvWVc+FeugGzj3Wk7QhrNzxndamOXyBnpHUANRw7oA9VrH8mH7a/jz/AEjZGPesga7VxZ/xKa3Msb1WfWzuJ1i2othNUEd/WsXludGsgLklt6sKrrlwNkkRqXiPWtRihkEsFHJqsrNB4dvQo+76VqBq3JQGfnQNvW9aHSJbkepqCKohvpUD52qK4SDtxRRifJPp71BqsG+v9n425/dL6+goqmN4fZLdtZhCZ25musYcri2WLAmQGIO9NodM+fxoUuR+X6U2gI1NrCgAz244qgthHe0RKqCpZfUkVLV0HdRklZET60+AKHyiRwKIkWHVlhtRMc+ny2opzBjpCjyfxMTEb7D8KlDWdUS4Gt3JC6UI43mn1UaI9K1WUm0+mQO+wMUl4pYlpZe4uqQdI2jvWtftgy5bm2oPDGN+azpqIORf8BDbU6nY7nsBS3UWQCSUJO45BrLZ6syCCSPf1ptLBRL22QA8yZPNJE2sMDp9zPnIf9ljqd2G5Y+grz+Xzzx8O/i8Nz5XNjDsWBpt2USDuxGpj9TXjy8mVvNeqYSdQTItHwlaTOqRJ7VmX9taMVSWmZ77mpbEVvV7jpj+HrY+K2yz2HNejwa3ty8l4UoH8QAHyr0vPAtNy7c021LtvAG804i81W6WR4YMGHIOxBrpLL058y8i2RuWPpz6VeES2bTdWTCtsTQDU6LjIR8qBzXtEyu/b2oI7OWJbj2qVTQwmKiCKZBmjTpOk+k1BqMO5GDjj/8AGv6UFMpBFshYDLvPeO9dGR7b6gVCkK4Ck88f+miGNpkWkA8sSaBiP4JgAM08dqoO18Wwq6ZVk3jkgniqhzIn7VYDsqkwon2qKiSAGUg6wYFAogSSuoDt6mgl28d2steuvpAHlQHv8jzUqwy+zG6bRXSGcQTsD3pCgeGS4VvICNiVOwrdjI9gFdaEHkEGPvQf61NKtLHhroYnzADb1NbrnEDKKrduGYKnZT3rF7aioyCDdBO4Lb1itzoYDyQux962EvzpViNjsIrNnGy/pYNiqMo4tsubrPo57RzUzsxx9quONyuo2GPh27Fm2ir5EEACvjZ+S5XdfTxkk1BGS2pUiSed6zKugSV0kAAiYrWgIMDc0kD8O00k4Ss11PJN/qDlSNKABf8Aevf4sPXF4vJlvJFQqQQQIPet1mLHo2KSDljbfSm34muHnz/+Xbw487TcrEx+opoycdG3gXBs6+8/zrnhlfHzK7ZYY58VmOp9Kv8AS3EnXZY+RwPyIr2eLzTyPF5PHcETV4lsCJI5Brs5nWrmoabg7c96IBdcMxgEAetFIhrI48yKKehgzNFcx9Kg1WGq/Ycf737te3tQU/m8FGEBQk88bxXRmpGNdFotpA1T39aMn4F4LkOf+0hp/wB6ulgUC6XYgKR5pjZo7UCbv4d1vLbHERsBQH0Kt9TqIlfMF3LD6dqAORbL3bly3bYfxR6D1qAKI0kgyw3IJ7etBIxnYXDF90IUk6d4BB29qKPpV2CBlAADTApC0y8j32RUABBC65mT/Wt2sh20LlvELa0n+orPItbThNBVNRC9xsD2rtZw5yoOQim/edu8med643huKh4a8uwmZ471luDhZfjYjb2rdZ2S+oaysGdhMevH+1L/AIn+2g6ZjBuuXLziSqahPqQP614/zMtYSPT+NP7bae2E8M6eAYFfJy290Ne2rEGQIq7sVH0BWnYgelb2Ima3g4t1wZYmPqa34ucpGM7rG1lXRQxJJJnn1r6UrwU1VAgbkuwUfOpb9ak+Rq8eymLZt2RvoWD7+pr5+duV3XtxxmMkKbaT5dJMzPv6Umy6gX7LKR8fJANpwRx2/wDd61zjZcWcr7TVYnqGJc6ZntZbcLuD6r2NfS8efvjt4M8fW6RnuW3EgEMeRWt7ZCG5maB0xxUHGgX0opw2EUVqMQ3fsVjyn92v8R9KCptD9mmuNBM6flW2RTtf1M0aiCAu0TVZOYrpa4zA6jvtFFCDtocLLJJMARQHfQLBF4aX07KoG3pJogy3lYoSxtAIN1HaihZN0a2CPqMff0xtQDs3LQuaLw+9yxqAKswVn2IJ3IHt/WroSFuN4vjPqPlhdJ5IHFBz3ma194qSd1G5mqhbF39poPLbE0l5Pi3tBjdOllEACPWumXbGPSL1INYSfXkrtXPORrFStcBvJ8yCPesNwTxIg/St7Sw12DKVAiTUt2aaX4fUvfvKGEhAST33NeH83rHb1fi/WitqEsCf4jua+dlzXsgAdg7A7jUePyrWuAhEvwV0gmKb4T6pus3T9oFgdhrI9TXq/Hmp7PP5/wBKRlDMZ7HivW8+krpFg5HUgzLKWF1H/wD0eK4+fL1w/wCu3hx3lv8ATQENwjbnea8keqnBCqFiSN/WraaRlAN5gN4OwrfUc4pfiiyTj42V3Vjbbb6j/evR+PlzZHn8+PG2VPPEGvU87l5oHfSoFNUOAkVFLMWzQanE1fY7EPt4a/pRVFa+9LEgTFbZSii33YghVRCVP+KPWrEEJtvZVT5ohp/7o4q0MsFQhEgAr+0ntz/SkAURH1sZkGRP+9EFLjQWjTPJEmfnQNugG9btiACg3gmim3PDF0KWPsRU0ONvWLhtmAu5g805U5boGOtrQNKkEkjffk7UBAU8JXDFwSdQncigJh27b55CIxAMqJ/99Ksk2zVqCVvdgQeK63piA9QufswzKCIgSK559N4M8yRfQqO/Fc2xdMrHee1VCpb0sC0n1FNDQ/Czg52VJLDwtj8jXi/O/wAJXp/GvNjWELoVZ43r5k3t69oV8pakiZmTFdMcdmw3vAoTJ2WSfQVZjzIb42zF3IbJyHvMI1Hbft2r344+uMxePPLd2hO2gsT9a7aYi66Sy4/Twx+/dm6x9u35V4vN/bJ7PBNYrTGbxLrsBAEEE1yy4jps8P5mUktJ2HG9SY7LUVfvltpaNieDXW9MK74oUjo8n+J1J+e9dfx//Rx8/wDgxbcj5V7XjIOaB3vQOHaaB4+7+nvRXGAD2NFaTDuRhWPJ/dr3PpQQG/aWhxrDSRHaP6VWTZI2kggQQPSrBzjTYDq7EAgEeg9a0gDCEG0Sxg+1A+06IpLLLdh2IohtxluPqCwPTiqotu2bl23+02A3I32qAYUG+DPlLbTQLaTWrNJ3aAaKGQWhNxEAxQE8yOwBiKIn9PMG4e2oaWpEq0uFZtsjBj3Jrd6YQupOHxBAgh5qZ9NTtVWxN5d5j+Vco6V24YCfetsnCBc1E9u9QXnwwjHqVwDZfCYH8RXj/O/85r9u/wCPdVq7ghgd9tq+brXb2znpHugM06ZMVrHj6nKr6tkCzhm3EXLwjYcDvXfxePeW2PJlJNRnwQNM77AmvW8oIQ5F23ZSdV1tI+vP5Sa1bqbJN3UbBLFsWwgQDQAoHqBXzbld7e+cTRyqLSlo3mreQN3Y7afvGZ71cUyIqK5JIGy9qtuhRfFb+HgWrRMl7vPpA/8A5Xo/Gm8tvP8AkXWLJHczXseQhERQOFAtA+PLMzRXDdd+RRWhxR/ylnf+7X9KCNb8IXrgcMdogGtMg3IKAgnjcDtREksl66SiHQyqiwdwdgaog3AW1QZVCQPxigI1oLctozGCPMRv27fLf8Ko60gYkMVVEaZPJE0CeMVY6JAGoD2mrsdZbzsXKrAkFlkCKAVssH16t+ZBrKnrtDydRkmd6qGKTq344k0FliA6EEEkAtH1rU4Zs2sjYKOGcmOIrpuWMaCzirYUx5lceWe1c87w3jFNbt67krvAmK5YulSsfEv510Y+LZuX7p3CWl1H/wB+dayykZa7pfwGwUXOs3haDGfAsmW+RbgfSuN8n6bmO2hxcbpnSkAwsJLbsIL8ufmTuKzf7TlrWuksXbOamlxBHeNxVyxxs1YTc6quzem2mS4juLdpl0lkZgQfWsTw42/4rc8tdvPeo/DfU7dx7mMbuZaU/vLbliB7967XHXGnO5bVVnNuWiLWQCd4OobrUuO+VlXvSLaNknIJDaF0JHdj3/D9a83nt9dPR4Zu7XniCAI3Ama8fq9WtmrdOoht/lV0FLGY79hWol7DVijDk9zHzrTO2b+MMgN1K3jA+W2Cx9i28flXq/Gx1LlXl8+W7Izp+9XpcC81AnFAp4mgfBCBjwZ/KosKFP4bmqrRYrJ9ksz/AJa/pQVrXJeRzqI/rWmXHk7Hk80Q5bmmFQk+bkHg8itQOa0LbsWMLx7fnUHZCldB0jYRtwPYVQO041EMobV6tSIEWXlZ2O0mTRT9StaVHLEgmD2E9vxoBCSsATtJJqB42CqJJ33/AKUD7SqIVgxEdu1Ii4xNNt2aJMQu5rpGVgOn9WykL2MLJuDmfDgH6msZeTGfWpjaPY+Cut5tw+PaTFttBLXW3H0Fcb5sXSeOrvp//Dzp+M+vMyruTH8KDQrfPvXO+W3pr1atExul4vh49m3jWgOLa6Z/nWZLeV6iqvXzkXNQfTbG8jafrW9caSVC+1Y9jLR2kqF0koSNPerMOEuWqkZdpr2Oz9PvIbhEw5qXePazVU9/Ou23VMlzbnYh+FPr8q7+PWTnluG2hZv3Wx7l+70zqYM27ttoFwdo9RVt0kgGTZuqfD+JcOzl2rjBVzFQKZJgSRXPUvLV3FVj4ydNyr/TWEXEYvbJMh0MQQfUcV5fyMMu3p/Hs1pJKMsFSSI57GvPbHpkGUAiSIM1m/6OjtYZzpQ7bSO1JKluwr+Raw7b37xAtoOf8XtXTHG5XUYysxm6wGZktm5l7Jf71xi0elfQxx9cfV4csva7Amqy75UCjiinc7UCg7b1FEBge0UF7jR9ls7fwL+lBVknVO3rW0cLhbyvJWSdjxQcrhdexl/umeN/5VYFLg+WQwmZniqh9x/EC6m8wXYeu9ANm4j5xUDRv8/eqCG03hidpnaaim27Rd1CgknmBQSkLWnvH+IAqWPberEpvi+I1tQSCBpkfmaI9P8AhXo9rC6SmRcRXyb/AJ9TCdI4AFc/Jn8axjS67jbQOIrzZu+JYAPm49q5Yzlq113IS0vl59q64ysKPOzGvlS0C0rSPf2rr0lVvUcw21EEIFG47D3rcx3y53LTK3urXr9w2cW5+yGzXCsz8hWcspi6Y4+9PxMy5iZqG9dupqbyPqgA+kcVMc5nEywuFaZ2x+sJ9my1XVplHQ7kfOrhbjWbrJXGyuGydO61b8bFYxjZe4Ns/wCEmunF5TmcEzXuYNxel9SYXelZDabdxjOj0k1dFCuYRuuOj5beHl2ZfAyf8xf8JPf0qesyukl9bsHGvuVazdUpeU6blsiIPtXzvN4rheX0fF5JnNpI89vZoY7iTXHqulu4OGFq0QQJPJO21a7uo53jtg+u9U/tDKKWyfAtbL/3H1r3+HD1nLxeTPdVJrs5uNRHCgcPSiu7wKBRvFRRiNIIJmgvMX/4lnf+7X9KCuga4ZTz22rYUW18MsbbHzEKAR3FWI7TYKFSGDgiBp35qg4wvFci1ba4FO+lDsNuamgt7BvG4FTFugKYPNa0mzrfS8khm8DTCkgs4FT1NwNunZIUfsjDDaPX61fWm4lW+lX0a3qtMAw3mJO3zp634bGx8HqNi+txLAS3wIXVt6xU9abLlYxusjXLbBVksYiTJJJimlQXspavW9DSpBJn8OaI9c6SxPRMG6sDVYUgV5/JN10xTBc0NsSTXK41uUPIyNC+ZhA3NXHBLkrzmLfJSG0ttA/nW87pZUXMvWcVAq+Z4gau1awnsxnddMNm9RvdRvfYVO3iftCv+EVvKzGM4y5VMsY9tCUtKVSTFePK28vbjPWaD6ti/bMFkTzODqVT7VPHl65cp5JvFQYPXM/poREcMiTAYSR7A17eK8U3G56T8S9N+Icf7Bmqtm+w06G4efQ+ta+LvZhuLjXX+GethWsv/wDDyWHI7KT6igp+qZd/Ax26XmAXLmMfExL4PmAHApO9ob07qF7q3ULuTkaSy2lQsojeea8v5l3Jp6fxZq1aE62JUjUP4ePlXjsevfKs+JuonG6euMrHxMldh3CTBNd/x/HvLdefz564jFce1e7t43GgSaIUUDpqKQfWgIF2NFcHlYNBpMVJw7B2/dr+lBNFy8NCvanaJYRW9Jstm3ZL22vWbY37byRVkEzxsSxrSxoDMplifMN+1a0IuR1HxNVvYLxtO9NJaB4iOzftpYNw231rTB9q7aZGGpoiSY53qqj5Go5Okq5QMSBEDeKzWokuy/aFUMNIkxJ2mNqTpL2k5NwFbZtuoBUE6abTQChFRQbjaiJO3FA3Lx7dzBdbZGtVLCZkx/SpYsab4J6p9r6A2Kxm7iOy7/4SZB/OK45RuVdvlpyp1N+lS4HsinHvZJOpio9Tx/WpZqcL/wBMybljEQBGJZRJY/dA/nWPS3mr7ScRjMzrN/Jv3bWMhuOdwZ2UeprtvHCM6udLh9PGNZa4G1XHPmb1NeXyZ3KvVjhMYOoKLr5mPLWK3Bjb0Fmkz71i8zSqvP6Vi5rG4oNhyfvKNm94rrj5bj255ePHK/7Vj/D2Qjhbd+25nkEqR710nmxvxz/gv7aa5ayOr/D97EzSt3PwrfiWrq8sB345B/Wunj8kyY8mFxU/xDeOf0rpXUWI13F8O43/AHDY/wC9b2wXoQ04VyAAwPI7wTXm8/cj0+Dhdgh9TAAafMfceleezl3nVrBdSy26h1G9ksSdTeUT91RwPwr3YY+s08Gd9ruoZ5rbLjNB1AqCWAnk0HR2maB6DnftRSA0HAECoNVhqPsVj/61/SgAWdgEJ8vaa6RmiOgfHHmMLBHoKaNm2kPjArGoRt8+aaNkKtbYapnvtFbk4ZpyWyxJ0FiBzFXhEhg9m0ocFZEEFYjg0U649u65YXN4BifeiwptE63Rz5zyOfrTQmY+MhW0GCG4JXdv/ZpoAu3bVt1U7gEyuiN/eazQX7VY+z5LmBAKhVIOxEU2InwZmHG+KVsCQmQhtMPcCR+lYqvRry4+P5307nj1qauXEJVB1X4gtWToNw2wBARfvN/Ktesx5qc5XhQXUz+qNFxTjYp4Xhm968/l88l4ejx+C3mpKYFnDxilpQu+88n615L5LleXp9JjOCxCkSOZBB4rTIZE3BEle1X/AKSnXrhNqBuxMAeprOtKadarDGTwBHYf1rQGfNKkTG00rUWGPqsXreQh1EKQwH8QI3rHjz9cjyYe2KgsCzdXqHRXLKj3PGxXZY0n0/8AewNe/vmPD1xXdELpYhgADKmDw081w83Nd/DdRcKuq06gQ7AwT3rjJzHa5cV58UIYgjcTP0r3PCZtE/lRHBZcAwJPeg5hDkehiqOXY1Bx9qBQ0fUUVwgkCoHAcwdqqtRhr/yOP/8AWv6UEBs63KBUJG29ajFFtdRVbIBsgk9ia1KmnW86bxYWlB7b8VoJkZrXGkKoHpTaGtkuEgvPeAu1TawH7Rd51j8KbUgvvJYlpJ3g1dgtq+S3mdgJnczUHfaC9w6RGo1LUNZ7rGLjse+5mopLY80hiQeD2+VVDMW5lWMm3k4hPjW21KwHcGsqv8v4k6lfRf2dkXAOT5orcupwz9L0PH8Rr+XeHiZBfQGcTHrFeL8nK7kerwYzVq5KQZ5PFeV6Ng5bgtExMbntW8WcqgDJs2cjwJa5dYgDQs12/jtm3O+SS6Laug3i6GRqIIHI+YrNx12uOUqVZKypaJB2+ZrFbdkW99SkTwu30/mauPR9IbIIBBj6Vm1uCW2htJbjcVixuBXcXxjDEN6E9q1jl69M5SZdirg27CLoLaSZ8vate9vbEmiE+G6SNjKz6e9TvlMmLz7QxuoXbZHc/nNezC8PLlNVWlIaK2wVLZuXAolpopsTxRCgUCkQKBp5+lFECkgTUU4IOByaFarCRfsOPP8AlL+lGds2GgrttNbinq5PsIIqoLadieJIE1pk5Q7DZe2qgGxM7ioQ0ncQB60aPDnbbf0psEktcUMDtsY96VC3VW3dCggLyPNNEcuk3IAZmOwCxvUiiCytp4uecj+EHafnVRNtMjNo16B6RArU6Zc6hSSIYgzV2RcYW2Lbaf8AESeO5r53nu/JXs8U/oMMlig1bfKuXq67DyLo2P3iANjWsYxlVfn4Vi+GuAeHf3EgbH0n0rrjnZ2xljKgXL+RiFUybZb0uqYb8e/1rp/XJy5xTsbqNt7amSygmSB5gfcVzz8enTHy/KsFdbpDCGQ77Hj0Fc+ZHWc8nsW2XSB3NY1y6B3plNMAgTVkVItt4lqQY24rGlGRGBAJkelSJQcxQLUmRvtXTByyZXri/wDPqSPvWJ27816vH04eTtUhQwG0kjt7V1cwoNthyJ4PtUUt5PDvOg4B2+VVDYI7VBwBPA+dFcVMxQO0kCRuOKiwZAUho70K0uIk4Vg7/u1/Sqyy871qB4bSNufWg5XMyCQRV2HB25ntFNoTVI/2oHbapopQd9jQPZmVSA0T6UC2rT3fu8DuRtV0iWqrbABG8b+4pJpNi27tvzqJAMbitbiOe1qQsrDn8qgCpuW20sCe8Uo0HTWnBUEmNRkH0NeHzzWe3r8N3hoR/Mw0iV32Fc46A3FL5KheTA/Cty8M2B3rjFtB2n86RnQbDUxR4ZZ4YbVeuYvFRsjpMtrxG0kHZSf0Nax8nysZeP7ENM/IxbsMpW6OfQ/Md66XGZRiZXCtPYyvteJbulAk8qPYxXkyw9bp68cvabN0qWYn/wBNFp1hptAgbiV5pZySpaGGYk7Cs/So+RbNy2QTI3+lbxc8mX+JSBn2Ah2XGUfrXo8X+NcPJ2qbFy2NQeQT90jsa7MEdTJaCFPf0NQdc2YauQBvMztVQ3aN6DhBGx+lFKTHI+lQOQyvy3FRYOkEyeB6UGqw7ln7Dj+Vv3a/pTk0xkVqMnRtVHL+tEKRG+9UIphuNqB871VKslgoEnsBUE23i7hrn/iKsZ2nC1ptjTsJIgVuRnYRxWuqzqxABiWFLibRblm5ZX+Ehu4NYymllR9dxRJ1GDx2o0MmULxi55G5Bnar7fE0ssDMfHvEXBqs3AFJJ+6ex+VcPPhubjt4ctWyrzHWXAJMg7iK8dr06CZAb7HcKsnbmau+EqMyJIEHeY9q3GaawdmIiSDuKu00KHBRVjvUpEW4lrIdlv2ldR3PIqzcnC8XtNtFEtW7dtQqhdgKxd3tuak4cplWjc+sUNlsmLYK8E7mqkqYIJAb0nbvXGtbc/lVyVP0rpGbGL69e8Tq14CItqE/Ab/rXq8c1i8+d5VXIiujmItzXsTvHPrRTPb0ogiwZ+VAqkTvPtFBxMmefnQOHAAHJ3qNCIT4cdwKDTYcfYsfY/u17+1BQ2sNZm423oKbQTwrKtCrt702FaxaBkrEelXaENpGgAkD5U2hpx7ck77+lVDmw7abk/KTuaslXY2FYa4xt4lh7tzvpEmrbInNXGP8N9QdC93wscAFj4jSY+lY95vUX14RHu+BMAuBwTt9YrvOnL6EGe5aZgduee9OVCLKeR5gKlixDvl1Xw3WQVhjP3qxdxsBghjTMAcGs0SMfJh/DYalIj5UhV/0rOW6PsxZvFtiVLHdoryebx6u49Piz3NVMWS7wIPcfjXN0ByQLZiBM7RWsalCVtBDjckRWkMNz9ooCwJkiiFa2qln4ZvWkqTtzMoCaNWuJIjappoRHLLqTtytTXKlsvF10IOhzMx3q2cCZrKsFKnSB96a5+m12iZeWLGO+TdaLVsFo7s3YfU10xnPDGV45Yd3e8zOxlmksfWZr0yaeYxQsiTsRWg4AdhQOjYGNxsaDjsZFAoIkGgUjmgcGgCfSo0ep8hkb0GmxLq/YrHl/u1/SgrCNQgE781AFljcnvtVZohYvIgSdt6oQLpM0QXEx3ychLYkSd6b0aaX+xcN5tm2wJ3LFtz7e1YueTUi9wrNrHxRax7S2lA4Uc/Os82Cl+IerrZBw0PnYAsQI29K348ZvdTO8Mx9qThlHmHccV39nPQV3HS+C9m8UYHgnalm+iVEOResPovLqA9f9qktjXFS1v2suzp2+vNb3Moxqyo120VnygD0Fc7i3KEq7yTE1hRrZZYZGh1MgjkGl5mlnF2vsTrtu8nh318O+f4xw38q8ufhs5j0Ty74oz6y5D7EDkjmsxrZjK+uV2EwK0hgLFtXEbVaHM4LAncKNhU0fTXunUGA3I/CnqbOF4gAqCJ700uz9RABDCZB96WJtJvubthTpJkdjxWMeLpbZpl+vdTGW6YtkjwbW7MDszfyFejx465rhnltTqPnxxXRzHR0QkG1II9eKoMt2wwCshX3pVMe0VkqdS+tAECduYqBYIPFAkmiiWwIO00Dl3kA0Glw1P2Kxt/dr+lBWi4wjygGagY5LkA9jQLaYFmJEQaoJqAB7kbiiaX3w7Y/Zvksu52Ws1V5rhIPlneaib5Ft3QqghoM7e9TbVcwslovWkuo251qD+tXHtm1T9Z6BiNjXb+DZKXkEhFMhvb8K675TtkpKrKyG9Y4rf8Axk609vKH2e6o1TtvFWavFZu5zEO/h3sO4SNRUfxD/es3G41qWWCW84HyXVBnvVnk3xUuIrW0uCbZ+k7Usl6Jb9AuL4ZIYRI5FZ03sJvMIkFfQ1BMw+qZOLCFRfs8aGO4+R7fKueXjl5jcz0u7OfiZXlV/Def3dwwRXC4ZR1mUsSCuq2tvYEmaxu7bR3UWrhiYOwB7VuXbP03yxvssDegRQRbBkkHvVBFa3at+JeYKo3LGnd0cTlRdS634+uzhs622+83BPsPaumPj/bllntWrju53BAO+9de3MbZQNA3jmqn0rAsjcTPNAPRb1ESVail89j726NzUA4HieXiinrtO8jvUDCBPpQPUdh371FOSQ2xEb0VqMMt9iseYfu1/SiKmdIBmSaLTAwLkzvVQxT5zBoCSWUn86QradLssMC0k76QTHuKz2VMFomAxk8ms89nBFKLsCOazO1tglxlZNxz3Fdce2LTMd9B3MQT9K6XFmV2b0XC6mCXUW7h3F62Nx8x3/Wkuu1vLGdT6Dm4d5newz2h927bEqfn3FW6Tdist5rWzpLat+D2+tWZJ6/T7q4uSNa/srp5H8JpZKbsRlF6xche3oZrHTYgy5jXbB7nvNX2TRGvYxck22g9lMU3DVAuXLbN5CwAPf0qKY3mYk3Ad6lEiz1DJxvuXifY7isXGVr2qQnW7/8Ae2lf3Bg1m+P9LM/2L/blnSf+WcE8jVtU/irX8kCPX3jTasLtwGYmrPH+y+T9IF7Jv5LD7Szso4UbD8K6TGRj2tcLyqwKWwCO5NVlzM9xhCt+NOQRbZHzqocxm1xBJPPBqqBfXzH0qBqXDurbqfWoprAq0cgcUQQGTuKikngRFFcDxFRRUG4Bjb86DV4gX7FY3b92vb2oM+urUsAfU1dBoaHJPemkpdYkkdqaCLcny+tUavoHVUawMdzF1OCTyKeuptLVvkXwLRIZdxEDtWJOTfCnbIvW3B1FkJ5j8RXXGRi7SrfUFe2bYJFyNge9auLO6JZuhyCQQwJ5G9ak4RLt32G0+4A7Vm4tS6S7WTsu/feK45yxvG77Cyel9LzXLZXT7DE/xhdLT8xFZ9q3qKnM+COnXWLYd+/jzwP3i/nv+dX3TSnyvg3qOMC1i7ayRE6UOlj9DVmc6PVn71q7j3Tbuo1txtodSD+da3E0jsyHnSPpVQNmU8L+dRXAE7wfwohx4+6fmaKbQNJG+9AmrsT+dAVNwQlyD71ATXfQmUDbb7TVTZRkEgSoBFNoXxGkMfSrALWYiTsdge1FKWBU+tAImag5mkrPbvQOB296KcT5Z71FcDAHHrRRrcHbb61BrsNG+xY/mH7tf0oMohBAJMxWkL3j8aqUkEau9ENABPMGiiI5S4HUnUvf1FEX/S+oeOui80sANJ9aumd6WMByQ0aTvB9KzrVLUZ8RbORauofIxke1dIzTkymtZotsDDd630zKsDc/aQpMA9uaTL9rQWy2RbmoaQDsAd/aplJUlsqfj5xlR/CY571zyw42645/Fkl1GAiBA7VwsdNnqzeIA268zWK1sLIxMTqNnwsm0l5DuNY3HyParjdJYxHVPhe9gvcu4VvxsYbldi6/zFdZkxYzuoagD259vatokKuwcMRG3NVK5pJkmT7iibCYAcgb77VLF2DpWSNAM7g1FKfBcQ1uG9VMCqE+zKRKXlG/DgigWb9uNpER86coRrh0jxLRA7EVdjhofdSBQIUMDbk80CQF53FRTGUDdeKBhE1A8RtvRSk7QKBbYllnioo4+7B4mitdhKPsGNLGfCX9BQZJdlHvvVZcrEg+lVHA8qN6BqyT8qBwJjb1oEtu1s+Viu8girEWtjrLIVLg6u5Heqlg564zqVRBvzqqs2I656m9+0JBB22q7T1WmN1FXct5V2iRwan1rXBMi4byFgQTEQPxrTOj8LKNtdDrqUEGByK1Okq2sZa7aWn58is5ePa45a7WFvLloMiK8t8djtMoNZuAqCrVj0sa2c9wgT3nYjtW/X6m2d610HHz3N6zFnJM+aNnPv7+9amVnaMtexruNeNi+hR1PB7/AM63LtKBcBBidzVZNuLOwEcUpEcgjjkd6jTmhoaaBSQeRM1dhokEQfpUQpuErpaZFFNC/SgcZ0AH12ohoJNFc6xEcUAysVAqjcCiuiN/QzQPXiRUUUHUvHFFbLBA+wY3P7pf0FBjgDp9gIqsUqmFI9RVRw23mgQ7SfaiuAkbURO6d0271S+uNZ2jd3PCj+dNqk5/QL+LIXfSI+da0xKqHW5ZIFxGU9pEVOmjS5Mkb0BUuPaZQrgyBTYkW8x7Tgnf1FXbOlthXbN0s63DtuAe3tWozUy14TsHVipjdq17aT4JOVbuEBtQcQrDtsaksva8nYOZki2RdEhdp+W1T03F9rE5M87rBJETH8qk8a+7rmUHdR3jgiDzWbi3MhMjHxs+z4V9VYQIb+JTUmN0lvLI9V6Hl4Gq8k37RM61G6/MUFObwbf602BMxB1TtUVxMHUPunn2qhZ79qIbJkR61Ap5MjegQEncUD9jEmqE4+tFczBQRQNDTzvUDVkmKDjwKin25K7GiwUeXY1FbLBI/s/G4/dL39hQY0OPDK8TvWmKRWg8SKo6ZOw2oOJ5mg4HY0Ru/hDG8HpJvlQHv3Cyk91G386sn02ldVW34Nx7jIoU7k8TXRixV2ejXeoWBfdBaYmVI7j1il1rRAz8HX31FGUGdgxrOl3UK58JZy3DoQjTE96erW1Rk4GXiBjctjSTEipcTaLbvPbbUrFWBrOzUWmP1Vh+88u0SNwa1Kliwt9QOoMjABTsOxp2mkqx1JSPNbVhO/qPlSWw7SPGw7jlxca2x4k1uZ2JcBzZ1HxUuo2w3p7kxpBduIx1J9ae0sXSQMhwo07j0O8is0m1PndBw8+bmO/2e/z/ANpPv6Vi46WVmM7p2V09tOTbIHZxup+tRpCDFT6qaB42EpuO4oFV1JEGPWiFO8kGRQMJAHpVV2sET6UQms9qikJneqOBgVA5W3oriNUx2oFXb2qLBVVmbcEiitt09J6bi7f3KfoKDD6j4YBqsk1fWaqHA7xQKTvQOX2Ek8CiV6dh2vsHT7GOdvBtBSfU9/zrrrhFP1izeyOn3QjLGsM0+gq4zbN4B6R1q1YwUs5WVpZSQpCyQPSnqbPyPiy2ihbTaiNtbHc/SrJjJzU5qpyPiTJuE+e5JHIMfpUuWPxdVV3Mq7kA69wTMtUt3F0CG0yIQj0NY2ujDpJOnyk8+lOF5OV2RdpHcEGp0JC5RaGmqmkgZQBIcBgRtHaqaHs5dsPqs3vDcADSTzQ0sLPUrpSXUFo+VNCTZzbLXR5ij+9LKkGvEElgoIPpSRq62Gb6svhOouW43VuKeu02p834fxL6G7hXBZf/AC2MqT7elZuK7UGT0zOwt72NcVTwwEqfqKzqqjhHZgAjFjsABzUVYWuhdSvozCzojs7aSfpTdNIORYvY13w79tkcCQG71UCBoFnagWg6gcKKeBuNqCSrDT2o1D0+8RBG340G76fbH9m4uzfuU/QUHm4YlRSMnDiqhRsZqjjzBoix6LjfaeqWE0yqsHbfYAf1iqV6CX8QEuQZaeK1ygGQQQyn7rD0q9VLNsb1LHtW7hhiCSSIrVm+WZ+lYEt2yNUk+lY1I2G1wE9gAdqls2SGtdcwFJj8qm104IWEzvUHeHB3NA9diBv+NRSwpUjSDB5q6CRBhSRQd4jLwNR9aqHpkMvdge08U2JNrMfUB94d5rUySxPsdSdCByvcVqRlYrfs5KiCQR3G1W4ht2xe0hrLg96zppFHU83HOm6AV9G7/Wsa/ap9nPt3bYMAGeOwp6xLlYV7jKZkAc7GtTHSW2qT4juC9ZtGZKk881MpwS1na5tlFFcN+KIeFoHDmqp070BUEqD71GoNbEyCTxFB6B09P+m4vnP7lP0FB5kv3RVjFECnt3qoUCikaAu53FVG3+GcA4PTbl+9bAu3oYE7kJ2rWMSn5fVAGKWiYU7kDmusx/bG0HI6tc0sFMk7e9auMTlQ5GQFMs03J4O9c8stcNSII13GJG2/NcbbW5DktKASVM/OppdHC2zwAKpootsUG4AojtFAvh8SaKRlAECgZG8zvQdvNA9VDMQT8gaIQW2U7GPcGgcztG+4jkc1dpofFyTbJPIitTI0sbDl2lLmgz3kg1oSHvtp0X7ek9mO6t9azuTimuCti2/Ce7YBlRJE8imv0jsS6ciwZAkLE+1anJVF1Qsb90E7AwN6xkRWhdq5tliqOFA4cUDqBe9RRbcyNqNDAztRG46ddb+zMTj9yn/6ig89WCij2qxmnBoWO9VCEiPeirzo3QXymXJzP2OIu8tsX34itetvLNsXfVero6NatOBbGxI7/L5V2xkx5Yt3WfOUvm4AY89/nVuUNIGTlMSVUwOJFcss701MUdLeppbj1rk3rQwtg8RA7VQ4KyntvQ2IrRv3ouzQy8HmjJP4vag4mQYqKZpkGJJqjisKTFAMHSRQEuAazttPaiF8zcCY9qim6oO60QjLJkEg+oqqPi5VyzcG41bx6NWpkzYtm/56xbbw/DKkcHaa1eUOvNl6W8IBpESBBA+Vas/SQXpWO1rHJfk+tMJwWqHqQi7cERBNYzi4q4dq5tuoFFA8cUDv4fegcoEENxFCHgQoINGjkOmaDb9OX/pmJv8A3KfoKDA21kDnikZp4BJ+6fwqjRfDHTFuM2XdthyDpRWGw9TW8cfrNqX1zNa41uzZP7MyWIPYV1yy4Yk2ob9x7sGIH8KzwKzvayIjPCmBt61i1oIKZk8msNCIhfcgi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@@ -244,7 +244,7 @@ this is a typical result:
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diff --git a/share/tutorials/tutorial-tracing.vi.svg b/share/tutorials/tutorial-tracing.vi.svg
index ed34cdd36d31ccca64fda0ae7b23b67eeaf034fa..b302f22a56604fc4065468c530f47e18e98f33eb 100644 (file)
--- a/share/tutorials/tutorial-tracing.vi.svg
+++ b/share/tutorials/tutorial-tracing.vi.svg
@@ -57,7 +57,7 @@
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    <use y="0" x="0" xlink:href="#d0e10"/>
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-  <flowDiv xml:space="preserve">Inkscape cung cấp một công cụ để đồ lại các ảnh bitmap thành một <đường nét&gt; thành phần trong bản vẽ SVG. Đây là khả năng chuyển đổi một ảnh bitmap thành ảnh vector tương ứng. Phần này sẽ hướng dẫn bạn cách sử dụng chức năng này. </flowDiv>
+  <flowDiv xml:space="preserve">Inkscape cung cấp một công cụ để đồ lại các ảnh bitmap thành một &lt;đường nét> thành phần trong bản vẽ SVG. Đây là khả năng chuyển đổi một ảnh bitmap thành ảnh vector tương ứng. Phần này sẽ hướng dẫn bạn cách sử dụng chức năng này. </flowDiv>
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@@ -85,17 +85,17 @@
   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e28"/>
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-  <flowDiv xml:space="preserve">Thông thường ảnh trung gian càng có nhiều màu tối, đường nét thu được càng phức tạp và chứa nhiều đường nét thành phần hơn. Khi ảnh cần đồ lại phức tạp, thời gian CPU cần để xử lý cũng tăng lên, và <đường nét đầu ra&gt; cũng lớn hơn. Do vậy, bạn nên thử nghiệm với ảnh bitmap có nhiều màu sáng trước, rồi tăng dần độ tối để thu được nét có độ phức tạp hợp lý.</flowDiv>
+  <flowDiv xml:space="preserve">Thông thường ảnh trung gian càng có nhiều màu tối, đường nét thu được càng phức tạp và chứa nhiều đường nét thành phần hơn. Khi ảnh cần đồ lại phức tạp, thời gian CPU cần để xử lý cũng tăng lên, và &lt;đường nét đầu ra> cũng lớn hơn. Do vậy, bạn nên thử nghiệm với ảnh bitmap có nhiều màu sáng trước, rồi tăng dần độ tối để thu được nét có độ phức tạp hợp lý.</flowDiv>
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    <use y="0" x="0" xlink:href="#d0e31"/>
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-  <flowDiv xml:space="preserve">Trước hết, hãy mở một ảnh bitmap, chọn nó, rồi chọn lệnh <flowSpan font-family="sans serif">Đường nét &gt; Đồ lại ảnh bitmap</flowSpan>, hoặc <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
+  <flowDiv xml:space="preserve">Trước hết, hãy mở một ảnh bitmap, chọn nó, rồi chọn lệnh <flowSpan font-family="sans serif">Đường nét > Đồ lại ảnh bitmap</flowSpan>, hoặc <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>.</flowDiv>
  </flowRoot>
  <text id="tracing-f01-vi.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 366.029307) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-vi.svgtspan7001" y="99.753128" x="101.47987" role="line">Main options within the Trace dialog</tspan></text>
- <image id="tracing-f01-vi.svgimage2577" sodipodi:absref="/potrace-vi.png" 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@@ -121,7 +121,7 @@
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  <text id="tracing-f02-vi.svgtext1826" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 609.1532887000001) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="158.69894" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-vi.svgtspan1827" y="97.378670" x="158.69894" role="line">Ngưỡng sáng</tspan><tspan id="tracing-f02-vi.svgtspan1829" y="103.37867" x="158.69894" role="line">Tô màu, không có nét</tspan></text>
  <text id="tracing-f02-vi.svgtext1483" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 609.1532887000001) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="244.99974" font-family="Bitstream Vera Sans" fill="#000000"><tspan id="tracing-f02-vi.svgtspan1488" y="97.378670" x="244.99974" role="line">Ngưỡng sáng</tspan><tspan id="tracing-f02-vi.svgtspan1490" y="103.37867" x="244.99974" role="line">Có nét, không Màu tô</tspan></text>
- <image id="tracing-f02-vi.svgimage1881" sodipodi:absref="/tux.png" 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@@ -142,7 +142,7 @@
  <text id="tracing-f03-vi.svgtext1492" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 857.6774179) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.154671" x="69.581543" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f03-vi.svgtspan1493" y="97.154671" x="69.581543" role="line">Ảnh gốc</tspan></text>
  <text id="tracing-f03-vi.svgtext1495" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 857.6774179) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="157.95474" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f03-vi.svgtspan1496" y="97.378670" x="157.95474" role="line">Phát hiện cạnh</tspan><tspan id="tracing-f03-vi.svgtspan1498" y="103.37867" x="157.95474" role="line">Tô màu, không có nét</tspan></text>
  <text id="tracing-f03-vi.svgtext1500" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 857.6774179) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="244.99974" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f03-vi.svgtspan1501" y="97.378670" x="244.99974" role="line">Phát hiện cạnh</tspan><tspan id="tracing-f03-vi.svgtspan1503" y="103.37867" x="244.99974" role="line">Có nét, không Màu tô</tspan></text>
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@@ -163,7 +163,7 @@
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  <text id="tracing-f04-vi.svgtext4629" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1096.6645081) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="156.37865" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f04-vi.svgtspan5892" y="97.378670" x="156.37865" role="line">Lượng tử hoá (12 màu)</tspan><tspan id="tracing-f04-vi.svgtspan5894" y="103.37867" x="156.37865" role="line">Tô màu, không có nét</tspan></text>
  <text id="tracing-f04-vi.svgtext4634" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 1096.6645081) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="245.12865" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f04-vi.svgtspan5896" y="97.378670" x="245.12865" role="line">Lượng tử hoá (12 màu)</tspan><tspan id="tracing-f04-vi.svgtspan5898" y="103.37867" x="245.12865" role="line">Có nét, không Màu tô</tspan></text>
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7mtKgKfCuFtySd4rGXQ2vSM65Yu2rx3HiwVHdD3PyM1MsNxrHLVXKXj/bHiGD4iAauNq4+usdNb3dn3FFm89onzSTM9q57saN+0XMd1aNv8WraK3MpnxU65SXy8TIt3EhR4gIJP+4+tZtyw4WSZcsR8QdCyba4tvpGRqx7DN4LHZrJYDWB6gnf2p/JrtPTfSP0j/hnmdSxSxylsXC4Cl18ojv6mp/LfkX0knbR9S6beOFl4GX0641wFDcybTjSWWIeR3IHpXTHVy3vlm8RKxblqxgFreUWYqCLSBkHHY/zrrcMqzLNFTqeJftWrecmi4+w1c6o4kfrU9OeE3vhV9V6ZZyMa6MJxIBk8z8ventdap6Scxnb3RruP0+7Z03UuadWmfqKS8JZdqvA6zmY15Ge67J6NuKkvPK1ZZPWMu/a8ZVtqoJUqo3mea1ZO4z7b4ZG4qtkFSQoJIk8CubcBusukqh8sigCRQJFQPttpYcH2PeqqdfbFv2NVtCtxdIgtM+u1BAI8vrRC2t3ANFiSFI7Qay07RpRmO0ChUM+/JrTFbD4HyWuNm9NdBcs3LRuwR90jb/cVjOcyt488M91PGGN1TIsgQquYn07Vv4wjcVFd2oFXkTUVscED+z8bY/ul/QUVaADxrgJGpTEe1ehyCcENuY5gVuxnYLW9dxAGkd19aLKqnZQzyCPNAn8P96zV20nSk8FrlsAFFiJPrv8ArT4L7HYXsXHukQy7GPzrlW4s3dMmwL6zqQb+prnWtoxIdSeQYIkcivPnfXmNybQL+NdX9pb0hWM7j7tb8WXvOWc5ro7C6hlYJY2FEn74uDUD7ifaut8UvDMysW9vrL3WB8G2jqNvDGnb5T71L49NTPfZvSurdL6r1C9h3GvWMxVGq08qzR35g81rVnMPaWC53S8BUKNaLOjRAIJPuDM1vDO1i4xkurdNvZ9h8eQFUalj74YcVvLbGlJg9Zv4lxce6YdDpuauCPWs28aNarUW+oJk4qDJtgXBuHUzxx9IpMddNW/tS5/w9ZyFa9gsms7tabifY1nLhNbUly02E2vwit5NmR/u3B7ehFalmmdKvr+E2B1DQVgXLNu4voZUT+c1m9tzpTsd+B9KgZQdUHT7/SqqVi3ktyGU+Y6W9IoAMBpMUQ/Htk+b1qVqRIYkNsN6ig5DHSFJ53NWJQIBAM1WWz/4eqqZnULumT4Hhg+kkE/pXHy/G8Pqt+L2tN1si2DKr5m9d9q648Rm9qIwQJoFjj0oHlR2iKK2OAinp2Lv/dJ39hUVY47eJpd9K7eaOZFejfDjQ7q6iV1DefMRMV0ZMx7SpALkkRvU0qqv2j9puKy7EzNSi6wshkxrdwqdgEeD3B2P4GitH0rz2bqEeYMSN/XeuVbxTLNz7PdkkaAd5rGttXhKezoYhCHU+YR6VxzbgeRieJ5Q0o4g9iDXPGWZbjV1ZygXMG4pbyNPAgzXrmU24WGYuJfR5csDEb+lTPJcUTq/TWXPHULBP2pADaZTGwG4I796147Z2ZT9JOZ1zp/WcZWvLkWc1QQLtoGF9Z/CtTH7KzvcUo6xlYcNkBr1k/duFSCR2q3OVOYqOuZuNm3BftWxZuwZVhs1c721KqMXrF7F8pnTw2+w+lWZ6LitLPxLYP7NwQi/dK/yrdzlY1Y0nTGxuqrZm5aukkgLyZis3pfqn/4odPGN1Tp120pC3MWInYEMdvzrOtNsCRBqBhmgTeoEqhwPpQOnUAvFBIUBWEHaIqNHgw8neoIjtqcn3rUZpvvVR6H8H432ToByCIa+xefbgfpXnzu85HWTWO2N6w5u9WvuTJnevRXGIa77HsKilYmB2io05SaDY4Df9Oxtv7pP0FRV4NNthMaSCGB3M16OnKwO6mpAVXlo3rptioKqNJ1SGB7d6t6IgXdyzwwkmWrK2JXTshbZdCA6L5iPVf6VLSNNg3vCLbhhJUEd6xrfDpOJtOs3reU8iR6gjas2epL7LVCCqwNwAB+NefPTpEbI8Vbh1HyzsQtawsvCXe1X1v4gXoPS/FtqLt5iBpYxzP6RvVnOTNvDJdM+L+sN1O3fzVD4jMA6okaAeDPNburElra9Ry7Pg6w4Edue3Pyrnhk3kynQepXMvOup1O0VxgdSuvlAM13mstxynDTXPiy5mNet9F6C+ZiWADecwI9Y9a5+uOPbftb8QXTp3xDj3LlvHt2b1o/tcdk0sFM8T/tNdNT9o8+y+n2k6scb7Stm2WIDXJIHsYqXFJeOVrjdE6Ol1Fu5j5NwnZbY8p9qmtFrV4th8bKtHCxsYuABJvMjJt3GmCK6cVlA/wCJtzxcbpMDzq1wGOIhaxnw3Hm7iAN5rIEdxUV1QIKoUbj2FA+2vm3G1CJIiBI59Ky0bd1LbJjeqzUMA1UOVS5CidTGAB68D9aXoetmyuD0yzjgiLNsL+Arz485bdr/AI6eWZTm7l339XP616a4hiJqKUiainBfKSKDYYA/6djbH90n6Coq+soXsC42jVJgMOa9FjkhW8i5c2KiZnbtW8WaS+j2rbyw0xMRya3Zwiu8rWg1vVqIOpXPPyrnV2jLcfFyEe0sAbw3eeQfbms2G236X9k6t0+3aw0+z5CL57ZJO47gn2rFtxdZrKaNuXmsXBi3kOkEQRsZ96b9omtVf41+w6brH15rzZ4ZbbmU0TKy7Ny2besKYmZ71mY5StbleafFOPe/tDEa/bumxccEkAxzG1eiXhzsaLpOG2rLN60Rbyr5dfLwi7IR6RFMrEgmfiXzm3LiE3bf3ZI7+w4NYmeM4bstOw74zVuYd3G8PKskC5aaDseDI7Viy5f2huSaV+b1LK6ZkX7HQL9truCrXcoBCVAkAqvqRMk10mUx7T/iVY6veupZ6pdtMWdALjWkJJ7ia62SzcZxtl5D+JuiYfWekN17o/mayQb6ARA789xXOW7buqwNq7dsXhetXSlwcH6RWmLGp+GeqDLzBi5TEXOLOQv3gfQzyK1u1OFj/wAQ0Zhg4hZS9pS5jlif/wCGlV5xcUhv51lQiKgSIqBtUOWApHvNAZFIX8zUUQKWYFfXeooOS4NwqCYURvVjNR6qL34SwftnxBZd1m1j/tn+nA/EisZ3UaxnLf8AViRi3BBkITWPH23n08o+85MEgydq71zPj9ODWR07A0D0+7H51FbLAI/s7G/+pP0FFXeorYKou2k8mvXJtxqPCWiALagsBJnsK3MWLQzkP44WLbAsSFbiKt4IjeFZef2Zkz9wzFY0EbpwuR4dxQB97VzSwSMTGu4mQmQl4HwwWGgzwO9ZuO41LpIbrHUb6RlWkvnkXFUqw/Igisfx66X332VM7KGstaRIEjfSDS488kuyHPdVW9eNsoRBHiST9IqVqRIfq9tbNu14DXlA1CGCgVy9Ntb1wm9N+JsAFbeXauYsbA/fX5yP5VMvDn3Fmc6aA3LGXZF+zcS5aPD22BDfhxXHVnGnRhOldaxsDqnXr+YCcs3He20nzIu2j57bV6MZ/Vyy7UfTMp8Sz1G/etl7+VZZBB4ZiCSazljtZlpY9B+NW6YrWcnDF3ywroQNh6r3raCZfxhg5du5Zt4V+x4qsrvaZVDT6qNj9d6vBWVNjTcCiGgAA0ZTbuD4TBTtcW3qaOZiZ+dNjsrq+XntZOUS72rfh6jyR2JqNKm9a/bMAsDt3oANaIWY9p7VAzSKgbo2NULaQNdVZ2PNSk7TriCB86jZjLoBbgDen1KgMSWk81phwWTA5qjZ/BZtWszIxWKhrqKVY9yDuPzrl5f9N4XV5XnxFmNidPv3LbQSugHvU8U5XyV5sASkehrqw4/eqBQJjcUBVSV2BNRW06eo/szF3P7lO3sKKDe67au2Yt2XHAkxzXoxycriS91NLTqLttxAgeXma37xj0odnqmMVOpTrUyC0CdvnU99r66OPVcU2CAl0H123/pSZyJYYc5RbFybmknYAz+U1bnj+zVIOqWVIW2rAnnVI5rPtFkoDdUQwSSzjbk7flS5GhD1G2QDcRj22ck1PaGhsbr5tKU0BlOwDrqrNsalpLvV7DMZxvDG2yCKbmltoTZluVIsSCuoEP8AMb7e1XeonYGBmZnT8hruHdayHMkA7fURBrPrLDegRL32d21FmLE+pJmakmuC3aSwuri3Et7KTvPYVNHaqK6WIgH51luBhRqWTtNVU+ybZtaQIaZBrUjF7HtG59qY/eGscn1qaIC1sI7KRLTuaaXaG+stpKk6fumO1FAvMwt6O3O1QRQsHeoOIMEdqqjYluQxIEesVm1ZB3k3ArbbbRSKBlNFsJzO5qxnJEYGe0kTVZSMO0ztrjZf1qiZpe3cDIxVlMhgeKC56j17+1Oh3LN9VTMVhMbK49RUxw1dxq3fbLryd6iHlSRI+tA5UBAooqodJMH2qK2eBqHTsUR/cp29hQUWWjsZtqgx5lWkb/8As11ZqG4utdcgSZ1GOKrA3n2DEatMnyj3/wBqAKh7kMSW5gRxtVE1LdwWAqxr3MB+1SiJctHSxJOxAk771FN8NdMzA9qiJNmyb1zQIG0yxgCOaaBGx1t3RwUImVJqKbkI7XBdSyBaiB39a1ADxAp2nTsdNWok2iCW9DvWsemaddlbioANM7RUy7IdcuBcPSPvN+dRVe9osC3qazpqUAoQxDbD1pppNxwjWypJgDtV+M3s8lbeQxtsWRCQCe/pUDnKC5cJlfMSojner8EJwqvbJuh2J3Vd4HvWVc+FeugGzj3Wk7QhrNzxndamOXyBnpHUANRw7oA9VrH8mH7a/jz/AEjZGPesga7VxZ/xKa3Msb1WfWzuJ1i2othNUEd/WsXludGsgLklt6sKrrlwNkkRqXiPWtRihkEsFHJqsrNB4dvQo+76VqBq3JQGfnQNvW9aHSJbkepqCKohvpUD52qK4SDtxRRifJPp71BqsG+v9n425/dL6+goqmN4fZLdtZhCZ25musYcri2WLAmQGIO9NodM+fxoUuR+X6U2gI1NrCgAz244qgthHe0RKqCpZfUkVLV0HdRklZET60+AKHyiRwKIkWHVlhtRMc+ny2opzBjpCjyfxMTEb7D8KlDWdUS4Gt3JC6UI43mn1UaI9K1WUm0+mQO+wMUl4pYlpZe4uqQdI2jvWtftgy5bm2oPDGN+azpqIORf8BDbU6nY7nsBS3UWQCSUJO45BrLZ6syCCSPf1ptLBRL22QA8yZPNJE2sMDp9zPnIf9ljqd2G5Y+grz+Xzzx8O/i8Nz5XNjDsWBpt2USDuxGpj9TXjy8mVvNeqYSdQTItHwlaTOqRJ7VmX9taMVSWmZ77mpbEVvV7jpj+HrY+K2yz2HNejwa3ty8l4UoH8QAHyr0vPAtNy7c021LtvAG804i81W6WR4YMGHIOxBrpLL058y8i2RuWPpz6VeES2bTdWTCtsTQDU6LjIR8qBzXtEyu/b2oI7OWJbj2qVTQwmKiCKZBmjTpOk+k1BqMO5GDjj/8AGv6UFMpBFshYDLvPeO9dGR7b6gVCkK4Ck88f+miGNpkWkA8sSaBiP4JgAM08dqoO18Wwq6ZVk3jkgniqhzIn7VYDsqkwon2qKiSAGUg6wYFAogSSuoDt6mgl28d2steuvpAHlQHv8jzUqwy+zG6bRXSGcQTsD3pCgeGS4VvICNiVOwrdjI9gFdaEHkEGPvQf61NKtLHhroYnzADb1NbrnEDKKrduGYKnZT3rF7aioyCDdBO4Lb1itzoYDyQux962EvzpViNjsIrNnGy/pYNiqMo4tsubrPo57RzUzsxx9quONyuo2GPh27Fm2ir5EEACvjZ+S5XdfTxkk1BGS2pUiSed6zKugSV0kAAiYrWgIMDc0kD8O00k4Ss11PJN/qDlSNKABf8Aevf4sPXF4vJlvJFQqQQQIPet1mLHo2KSDljbfSm34muHnz/+Xbw487TcrEx+opoycdG3gXBs6+8/zrnhlfHzK7ZYY58VmOp9Kv8AS3EnXZY+RwPyIr2eLzTyPF5PHcETV4lsCJI5Brs5nWrmoabg7c96IBdcMxgEAetFIhrI48yKKehgzNFcx9Kg1WGq/Ycf737te3tQU/m8FGEBQk88bxXRmpGNdFotpA1T39aMn4F4LkOf+0hp/wB6ulgUC6XYgKR5pjZo7UCbv4d1vLbHERsBQH0Kt9TqIlfMF3LD6dqAORbL3bly3bYfxR6D1qAKI0kgyw3IJ7etBIxnYXDF90IUk6d4BB29qKPpV2CBlAADTApC0y8j32RUABBC65mT/Wt2sh20LlvELa0n+orPItbThNBVNRC9xsD2rtZw5yoOQim/edu8med643huKh4a8uwmZ471luDhZfjYjb2rdZ2S+oaysGdhMevH+1L/AIn+2g6ZjBuuXLziSqahPqQP614/zMtYSPT+NP7bae2E8M6eAYFfJy290Ne2rEGQIq7sVH0BWnYgelb2Ima3g4t1wZYmPqa34ucpGM7rG1lXRQxJJJnn1r6UrwU1VAgbkuwUfOpb9ak+Rq8eymLZt2RvoWD7+pr5+duV3XtxxmMkKbaT5dJMzPv6Umy6gX7LKR8fJANpwRx2/wDd61zjZcWcr7TVYnqGJc6ZntZbcLuD6r2NfS8efvjt4M8fW6RnuW3EgEMeRWt7ZCG5maB0xxUHGgX0opw2EUVqMQ3fsVjyn92v8R9KCptD9mmuNBM6flW2RTtf1M0aiCAu0TVZOYrpa4zA6jvtFFCDtocLLJJMARQHfQLBF4aX07KoG3pJogy3lYoSxtAIN1HaihZN0a2CPqMff0xtQDs3LQuaLw+9yxqAKswVn2IJ3IHt/WroSFuN4vjPqPlhdJ5IHFBz3ma194qSd1G5mqhbF39poPLbE0l5Pi3tBjdOllEACPWumXbGPSL1INYSfXkrtXPORrFStcBvJ8yCPesNwTxIg/St7Sw12DKVAiTUt2aaX4fUvfvKGEhAST33NeH83rHb1fi/WitqEsCf4jua+dlzXsgAdg7A7jUePyrWuAhEvwV0gmKb4T6pus3T9oFgdhrI9TXq/Hmp7PP5/wBKRlDMZ7HivW8+krpFg5HUgzLKWF1H/wD0eK4+fL1w/wCu3hx3lv8ATQENwjbnea8keqnBCqFiSN/WraaRlAN5gN4OwrfUc4pfiiyTj42V3Vjbbb6j/evR+PlzZHn8+PG2VPPEGvU87l5oHfSoFNUOAkVFLMWzQanE1fY7EPt4a/pRVFa+9LEgTFbZSii33YghVRCVP+KPWrEEJtvZVT5ohp/7o4q0MsFQhEgAr+0ntz/SkAURH1sZkGRP+9EFLjQWjTPJEmfnQNugG9btiACg3gmim3PDF0KWPsRU0ONvWLhtmAu5g805U5boGOtrQNKkEkjffk7UBAU8JXDFwSdQncigJh27b55CIxAMqJ/99Ksk2zVqCVvdgQeK63piA9QufswzKCIgSK559N4M8yRfQqO/Fc2xdMrHee1VCpb0sC0n1FNDQ/Czg52VJLDwtj8jXi/O/wAJXp/GvNjWELoVZ43r5k3t69oV8pakiZmTFdMcdmw3vAoTJ2WSfQVZjzIb42zF3IbJyHvMI1Hbft2r344+uMxePPLd2hO2gsT9a7aYi66Sy4/Twx+/dm6x9u35V4vN/bJ7PBNYrTGbxLrsBAEEE1yy4jps8P5mUktJ2HG9SY7LUVfvltpaNieDXW9MK74oUjo8n+J1J+e9dfx//Rx8/wDgxbcj5V7XjIOaB3vQOHaaB4+7+nvRXGAD2NFaTDuRhWPJ/dr3PpQQG/aWhxrDSRHaP6VWTZI2kggQQPSrBzjTYDq7EAgEeg9a0gDCEG0Sxg+1A+06IpLLLdh2IohtxluPqCwPTiqotu2bl23+02A3I32qAYUG+DPlLbTQLaTWrNJ3aAaKGQWhNxEAxQE8yOwBiKIn9PMG4e2oaWpEq0uFZtsjBj3Jrd6YQupOHxBAgh5qZ9NTtVWxN5d5j+Vco6V24YCfetsnCBc1E9u9QXnwwjHqVwDZfCYH8RXj/O/85r9u/wCPdVq7ghgd9tq+brXb2znpHugM06ZMVrHj6nKr6tkCzhm3EXLwjYcDvXfxePeW2PJlJNRnwQNM77AmvW8oIQ5F23ZSdV1tI+vP5Sa1bqbJN3UbBLFsWwgQDQAoHqBXzbld7e+cTRyqLSlo3mreQN3Y7afvGZ71cUyIqK5JIGy9qtuhRfFb+HgWrRMl7vPpA/8A5Xo/Gm8tvP8AkXWLJHczXseQhERQOFAtA+PLMzRXDdd+RRWhxR/ylnf+7X9KCNb8IXrgcMdogGtMg3IKAgnjcDtREksl66SiHQyqiwdwdgaog3AW1QZVCQPxigI1oLctozGCPMRv27fLf8Ko60gYkMVVEaZPJE0CeMVY6JAGoD2mrsdZbzsXKrAkFlkCKAVssH16t+ZBrKnrtDydRkmd6qGKTq344k0FliA6EEEkAtH1rU4Zs2sjYKOGcmOIrpuWMaCzirYUx5lceWe1c87w3jFNbt67krvAmK5YulSsfEv510Y+LZuX7p3CWl1H/wB+dayykZa7pfwGwUXOs3haDGfAsmW+RbgfSuN8n6bmO2hxcbpnSkAwsJLbsIL8ufmTuKzf7TlrWuksXbOamlxBHeNxVyxxs1YTc6quzem2mS4juLdpl0lkZgQfWsTw42/4rc8tdvPeo/DfU7dx7mMbuZaU/vLbliB7967XHXGnO5bVVnNuWiLWQCd4OobrUuO+VlXvSLaNknIJDaF0JHdj3/D9a83nt9dPR4Zu7XniCAI3Ama8fq9WtmrdOoht/lV0FLGY79hWol7DVijDk9zHzrTO2b+MMgN1K3jA+W2Cx9i28flXq/Gx1LlXl8+W7Izp+9XpcC81AnFAp4mgfBCBjwZ/KosKFP4bmqrRYrJ9ksz/AJa/pQVrXJeRzqI/rWmXHk7Hk80Q5bmmFQk+bkHg8itQOa0LbsWMLx7fnUHZCldB0jYRtwPYVQO041EMobV6tSIEWXlZ2O0mTRT9StaVHLEgmD2E9vxoBCSsATtJJqB42CqJJ33/AKUD7SqIVgxEdu1Ii4xNNt2aJMQu5rpGVgOn9WykL2MLJuDmfDgH6msZeTGfWpjaPY+Cut5tw+PaTFttBLXW3H0Fcb5sXSeOrvp//Dzp+M+vMyruTH8KDQrfPvXO+W3pr1atExul4vh49m3jWgOLa6Z/nWZLeV6iqvXzkXNQfTbG8jafrW9caSVC+1Y9jLR2kqF0koSNPerMOEuWqkZdpr2Oz9PvIbhEw5qXePazVU9/Ou23VMlzbnYh+FPr8q7+PWTnluG2hZv3Wx7l+70zqYM27ttoFwdo9RVt0kgGTZuqfD+JcOzl2rjBVzFQKZJgSRXPUvLV3FVj4ydNyr/TWEXEYvbJMh0MQQfUcV5fyMMu3p/Hs1pJKMsFSSI57GvPbHpkGUAiSIM1m/6OjtYZzpQ7bSO1JKluwr+Raw7b37xAtoOf8XtXTHG5XUYysxm6wGZktm5l7Jf71xi0elfQxx9cfV4csva7Amqy75UCjiinc7UCg7b1FEBge0UF7jR9ls7fwL+lBVknVO3rW0cLhbyvJWSdjxQcrhdexl/umeN/5VYFLg+WQwmZniqh9x/EC6m8wXYeu9ANm4j5xUDRv8/eqCG03hidpnaaim27Rd1CgknmBQSkLWnvH+IAqWPberEpvi+I1tQSCBpkfmaI9P8AhXo9rC6SmRcRXyb/AJ9TCdI4AFc/Jn8axjS67jbQOIrzZu+JYAPm49q5Yzlq113IS0vl59q64ysKPOzGvlS0C0rSPf2rr0lVvUcw21EEIFG47D3rcx3y53LTK3urXr9w2cW5+yGzXCsz8hWcspi6Y4+9PxMy5iZqG9dupqbyPqgA+kcVMc5nEywuFaZ2x+sJ9my1XVplHQ7kfOrhbjWbrJXGyuGydO61b8bFYxjZe4Ns/wCEmunF5TmcEzXuYNxel9SYXelZDabdxjOj0k1dFCuYRuuOj5beHl2ZfAyf8xf8JPf0qesyukl9bsHGvuVazdUpeU6blsiIPtXzvN4rheX0fF5JnNpI89vZoY7iTXHqulu4OGFq0QQJPJO21a7uo53jtg+u9U/tDKKWyfAtbL/3H1r3+HD1nLxeTPdVJrs5uNRHCgcPSiu7wKBRvFRRiNIIJmgvMX/4lnf+7X9KCuga4ZTz22rYUW18MsbbHzEKAR3FWI7TYKFSGDgiBp35qg4wvFci1ba4FO+lDsNuamgt7BvG4FTFugKYPNa0mzrfS8khm8DTCkgs4FT1NwNunZIUfsjDDaPX61fWm4lW+lX0a3qtMAw3mJO3zp634bGx8HqNi+txLAS3wIXVt6xU9abLlYxusjXLbBVksYiTJJJimlQXspavW9DSpBJn8OaI9c6SxPRMG6sDVYUgV5/JN10xTBc0NsSTXK41uUPIyNC+ZhA3NXHBLkrzmLfJSG0ttA/nW87pZUXMvWcVAq+Z4gau1awnsxnddMNm9RvdRvfYVO3iftCv+EVvKzGM4y5VMsY9tCUtKVSTFePK28vbjPWaD6ti/bMFkTzODqVT7VPHl65cp5JvFQYPXM/poREcMiTAYSR7A17eK8U3G56T8S9N+Icf7Bmqtm+w06G4efQ+ta+LvZhuLjXX+GethWsv/wDDyWHI7KT6igp+qZd/Ax26XmAXLmMfExL4PmAHApO9ob07qF7q3ULuTkaSy2lQsojeea8v5l3Jp6fxZq1aE62JUjUP4ePlXjsevfKs+JuonG6euMrHxMldh3CTBNd/x/HvLdefz564jFce1e7t43GgSaIUUDpqKQfWgIF2NFcHlYNBpMVJw7B2/dr+lBNFy8NCvanaJYRW9Jstm3ZL22vWbY37byRVkEzxsSxrSxoDMplifMN+1a0IuR1HxNVvYLxtO9NJaB4iOzftpYNw231rTB9q7aZGGpoiSY53qqj5Go5Okq5QMSBEDeKzWokuy/aFUMNIkxJ2mNqTpL2k5NwFbZtuoBUE6abTQChFRQbjaiJO3FA3Lx7dzBdbZGtVLCZkx/SpYsab4J6p9r6A2Kxm7iOy7/4SZB/OK45RuVdvlpyp1N+lS4HsinHvZJOpio9Tx/WpZqcL/wBMybljEQBGJZRJY/dA/nWPS3mr7ScRjMzrN/Jv3bWMhuOdwZ2UeprtvHCM6udLh9PGNZa4G1XHPmb1NeXyZ3KvVjhMYOoKLr5mPLWK3Bjb0Fmkz71i8zSqvP6Vi5rG4oNhyfvKNm94rrj5bj255ePHK/7Vj/D2Qjhbd+25nkEqR710nmxvxz/gv7aa5ayOr/D97EzSt3PwrfiWrq8sB345B/Wunj8kyY8mFxU/xDeOf0rpXUWI13F8O43/AHDY/wC9b2wXoQ04VyAAwPI7wTXm8/cj0+Dhdgh9TAAafMfceleezl3nVrBdSy26h1G9ksSdTeUT91RwPwr3YY+s08Gd9ruoZ5rbLjNB1AqCWAnk0HR2maB6DnftRSA0HAECoNVhqPsVj/61/SgAWdgEJ8vaa6RmiOgfHHmMLBHoKaNm2kPjArGoRt8+aaNkKtbYapnvtFbk4ZpyWyxJ0FiBzFXhEhg9m0ocFZEEFYjg0U649u65YXN4BifeiwptE63Rz5zyOfrTQmY+MhW0GCG4JXdv/ZpoAu3bVt1U7gEyuiN/eazQX7VY+z5LmBAKhVIOxEU2InwZmHG+KVsCQmQhtMPcCR+lYqvRry4+P5307nj1qauXEJVB1X4gtWToNw2wBARfvN/Ktesx5qc5XhQXUz+qNFxTjYp4Xhm968/l88l4ejx+C3mpKYFnDxilpQu+88n615L5LleXp9JjOCxCkSOZBB4rTIZE3BEle1X/AKSnXrhNqBuxMAeprOtKadarDGTwBHYf1rQGfNKkTG00rUWGPqsXreQh1EKQwH8QI3rHjz9cjyYe2KgsCzdXqHRXLKj3PGxXZY0n0/8AewNe/vmPD1xXdELpYhgADKmDw081w83Nd/DdRcKuq06gQ7AwT3rjJzHa5cV58UIYgjcTP0r3PCZtE/lRHBZcAwJPeg5hDkehiqOXY1Bx9qBQ0fUUVwgkCoHAcwdqqtRhr/yOP/8AWv6UEBs63KBUJG29ajFFtdRVbIBsgk9ia1KmnW86bxYWlB7b8VoJkZrXGkKoHpTaGtkuEgvPeAu1TawH7Rd51j8KbUgvvJYlpJ3g1dgtq+S3mdgJnczUHfaC9w6RGo1LUNZ7rGLjse+5mopLY80hiQeD2+VVDMW5lWMm3k4hPjW21KwHcGsqv8v4k6lfRf2dkXAOT5orcupwz9L0PH8Rr+XeHiZBfQGcTHrFeL8nK7kerwYzVq5KQZ5PFeV6Ng5bgtExMbntW8WcqgDJs2cjwJa5dYgDQs12/jtm3O+SS6Laug3i6GRqIIHI+YrNx12uOUqVZKypaJB2+ZrFbdkW99SkTwu30/mauPR9IbIIBBj6Vm1uCW2htJbjcVixuBXcXxjDEN6E9q1jl69M5SZdirg27CLoLaSZ8vate9vbEmiE+G6SNjKz6e9TvlMmLz7QxuoXbZHc/nNezC8PLlNVWlIaK2wVLZuXAolpopsTxRCgUCkQKBp5+lFECkgTUU4IOByaFarCRfsOPP8AlL+lGds2GgrttNbinq5PsIIqoLadieJIE1pk5Q7DZe2qgGxM7ioQ0ncQB60aPDnbbf0psEktcUMDtsY96VC3VW3dCggLyPNNEcuk3IAZmOwCxvUiiCytp4uecj+EHafnVRNtMjNo16B6RArU6Zc6hSSIYgzV2RcYW2Lbaf8AESeO5r53nu/JXs8U/oMMlig1bfKuXq67DyLo2P3iANjWsYxlVfn4Vi+GuAeHf3EgbH0n0rrjnZ2xljKgXL+RiFUybZb0uqYb8e/1rp/XJy5xTsbqNt7amSygmSB5gfcVzz8enTHy/KsFdbpDCGQ77Hj0Fc+ZHWc8nsW2XSB3NY1y6B3plNMAgTVkVItt4lqQY24rGlGRGBAJkelSJQcxQLUmRvtXTByyZXri/wDPqSPvWJ27816vH04eTtUhQwG0kjt7V1cwoNthyJ4PtUUt5PDvOg4B2+VVDYI7VBwBPA+dFcVMxQO0kCRuOKiwZAUho70K0uIk4Vg7/u1/Sqyy871qB4bSNufWg5XMyCQRV2HB25ntFNoTVI/2oHbapopQd9jQPZmVSA0T6UC2rT3fu8DuRtV0iWqrbABG8b+4pJpNi27tvzqJAMbitbiOe1qQsrDn8qgCpuW20sCe8Uo0HTWnBUEmNRkH0NeHzzWe3r8N3hoR/Mw0iV32Fc46A3FL5KheTA/Cty8M2B3rjFtB2n86RnQbDUxR4ZZ4YbVeuYvFRsjpMtrxG0kHZSf0Nax8nysZeP7ENM/IxbsMpW6OfQ/Md66XGZRiZXCtPYyvteJbulAk8qPYxXkyw9bp68cvabN0qWYn/wBNFp1hptAgbiV5pZySpaGGYk7Cs/So+RbNy2QTI3+lbxc8mX+JSBn2Ah2XGUfrXo8X+NcPJ2qbFy2NQeQT90jsa7MEdTJaCFPf0NQdc2YauQBvMztVQ3aN6DhBGx+lFKTHI+lQOQyvy3FRYOkEyeB6UGqw7ln7Dj+Vv3a/pTk0xkVqMnRtVHL+tEKRG+9UIphuNqB871VKslgoEnsBUE23i7hrn/iKsZ2nC1ptjTsJIgVuRnYRxWuqzqxABiWFLibRblm5ZX+Ehu4NYymllR9dxRJ1GDx2o0MmULxi55G5Bnar7fE0ssDMfHvEXBqs3AFJJ+6ex+VcPPhubjt4ctWyrzHWXAJMg7iK8dr06CZAb7HcKsnbmau+EqMyJIEHeY9q3GaawdmIiSDuKu00KHBRVjvUpEW4lrIdlv2ldR3PIqzcnC8XtNtFEtW7dtQqhdgKxd3tuak4cplWjc+sUNlsmLYK8E7mqkqYIJAb0nbvXGtbc/lVyVP0rpGbGL69e8Tq14CItqE/Ab/rXq8c1i8+d5VXIiujmItzXsTvHPrRTPb0ogiwZ+VAqkTvPtFBxMmefnQOHAAHJ3qNCIT4cdwKDTYcfYsfY/u17+1BQ2sNZm423oKbQTwrKtCrt702FaxaBkrEelXaENpGgAkD5U2hpx7ck77+lVDmw7abk/KTuaslXY2FYa4xt4lh7tzvpEmrbInNXGP8N9QdC93wscAFj4jSY+lY95vUX14RHu+BMAuBwTt9YrvOnL6EGe5aZgduee9OVCLKeR5gKlixDvl1Xw3WQVhjP3qxdxsBghjTMAcGs0SMfJh/DYalIj5UhV/0rOW6PsxZvFtiVLHdoryebx6u49Piz3NVMWS7wIPcfjXN0ByQLZiBM7RWsalCVtBDjckRWkMNz9ooCwJkiiFa2qln4ZvWkqTtzMoCaNWuJIjappoRHLLqTtytTXKlsvF10IOhzMx3q2cCZrKsFKnSB96a5+m12iZeWLGO+TdaLVsFo7s3YfU10xnPDGV45Yd3e8zOxlmksfWZr0yaeYxQsiTsRWg4AdhQOjYGNxsaDjsZFAoIkGgUjmgcGgCfSo0ep8hkb0GmxLq/YrHl/u1/SgrCNQgE781AFljcnvtVZohYvIgSdt6oQLpM0QXEx3ychLYkSd6b0aaX+xcN5tm2wJ3LFtz7e1YueTUi9wrNrHxRax7S2lA4Uc/Os82Cl+IerrZBw0PnYAsQI29K348ZvdTO8Mx9qThlHmHccV39nPQV3HS+C9m8UYHgnalm+iVEOResPovLqA9f9qktjXFS1v2suzp2+vNb3Moxqyo120VnygD0Fc7i3KEq7yTE1hRrZZYZGh1MgjkGl5mlnF2vsTrtu8nh318O+f4xw38q8ufhs5j0Ty74oz6y5D7EDkjmsxrZjK+uV2EwK0hgLFtXEbVaHM4LAncKNhU0fTXunUGA3I/CnqbOF4gAqCJ700uz9RABDCZB96WJtJvubthTpJkdjxWMeLpbZpl+vdTGW6YtkjwbW7MDszfyFejx465rhnltTqPnxxXRzHR0QkG1II9eKoMt2wwCshX3pVMe0VkqdS+tAECduYqBYIPFAkmiiWwIO00Dl3kA0Glw1P2Kxt/dr+lBWi4wjygGagY5LkA9jQLaYFmJEQaoJqAB7kbiiaX3w7Y/Zvksu52Ws1V5rhIPlneaib5Ft3QqghoM7e9TbVcwslovWkuo251qD+tXHtm1T9Z6BiNjXb+DZKXkEhFMhvb8K675TtkpKrKyG9Y4rf8Axk609vKH2e6o1TtvFWavFZu5zEO/h3sO4SNRUfxD/es3G41qWWCW84HyXVBnvVnk3xUuIrW0uCbZ+k7Usl6Jb9AuL4ZIYRI5FZ03sJvMIkFfQ1BMw+qZOLCFRfs8aGO4+R7fKueXjl5jcz0u7OfiZXlV/Def3dwwRXC4ZR1mUsSCuq2tvYEmaxu7bR3UWrhiYOwB7VuXbP03yxvssDegRQRbBkkHvVBFa3at+JeYKo3LGnd0cTlRdS634+uzhs622+83BPsPaumPj/bllntWrju53BAO+9de3MbZQNA3jmqn0rAsjcTPNAPRb1ESVail89j726NzUA4HieXiinrtO8jvUDCBPpQPUdh371FOSQ2xEb0VqMMt9iseYfu1/SiKmdIBmSaLTAwLkzvVQxT5zBoCSWUn86QradLssMC0k76QTHuKz2VMFomAxk8ms89nBFKLsCOazO1tglxlZNxz3Fdce2LTMd9B3MQT9K6XFmV2b0XC6mCXUW7h3F62Nx8x3/Wkuu1vLGdT6Dm4d5newz2h927bEqfn3FW6Tdist5rWzpLat+D2+tWZJ6/T7q4uSNa/srp5H8JpZKbsRlF6xche3oZrHTYgy5jXbB7nvNX2TRGvYxck22g9lMU3DVAuXLbN5CwAPf0qKY3mYk3Ad6lEiz1DJxvuXifY7isXGVr2qQnW7/8Ae2lf3Bg1m+P9LM/2L/blnSf+WcE8jVtU/irX8kCPX3jTasLtwGYmrPH+y+T9IF7Jv5LD7Szso4UbD8K6TGRj2tcLyqwKWwCO5NVlzM9xhCt+NOQRbZHzqocxm1xBJPPBqqBfXzH0qBqXDurbqfWoprAq0cgcUQQGTuKikngRFFcDxFRRUG4Bjb86DV4gX7FY3b92vb2oM+urUsAfU1dBoaHJPemkpdYkkdqaCLcny+tUavoHVUawMdzF1OCTyKeuptLVvkXwLRIZdxEDtWJOTfCnbIvW3B1FkJ5j8RXXGRi7SrfUFe2bYJFyNge9auLO6JZuhyCQQwJ5G9ak4RLt32G0+4A7Vm4tS6S7WTsu/feK45yxvG77Cyel9LzXLZXT7DE/xhdLT8xFZ9q3qKnM+COnXWLYd+/jzwP3i/nv+dX3TSnyvg3qOMC1i7ayRE6UOlj9DVmc6PVn71q7j3Tbuo1txtodSD+da3E0jsyHnSPpVQNmU8L+dRXAE7wfwohx4+6fmaKbQNJG+9AmrsT+dAVNwQlyD71ATXfQmUDbb7TVTZRkEgSoBFNoXxGkMfSrALWYiTsdge1FKWBU+tAImag5mkrPbvQOB296KcT5Z71FcDAHHrRRrcHbb61BrsNG+xY/mH7tf0oMohBAJMxWkL3j8aqUkEau9ENABPMGiiI5S4HUnUvf1FEX/S+oeOui80sANJ9aumd6WMByQ0aTvB9KzrVLUZ8RbORauofIxke1dIzTkymtZotsDDd630zKsDc/aQpMA9uaTL9rQWy2RbmoaQDsAd/aplJUlsqfj5xlR/CY571zyw42645/Fkl1GAiBA7VwsdNnqzeIA268zWK1sLIxMTqNnwsm0l5DuNY3HyParjdJYxHVPhe9gvcu4VvxsYbldi6/zFdZkxYzuoagD259vatokKuwcMRG3NVK5pJkmT7iibCYAcgb77VLF2DpWSNAM7g1FKfBcQ1uG9VMCqE+zKRKXlG/DgigWb9uNpER86coRrh0jxLRA7EVdjhofdSBQIUMDbk80CQF53FRTGUDdeKBhE1A8RtvRSk7QKBbYllnioo4+7B4mitdhKPsGNLGfCX9BQZJdlHvvVZcrEg+lVHA8qN6BqyT8qBwJjb1oEtu1s+Viu8girEWtjrLIVLg6u5Heqlg564zqVRBvzqqs2I656m9+0JBB22q7T1WmN1FXct5V2iRwan1rXBMi4byFgQTEQPxrTOj8LKNtdDrqUEGByK1Okq2sZa7aWn58is5ePa45a7WFvLloMiK8t8djtMoNZuAqCrVj0sa2c9wgT3nYjtW/X6m2d610HHz3N6zFnJM+aNnPv7+9amVnaMtexruNeNi+hR1PB7/AM63LtKBcBBidzVZNuLOwEcUpEcgjjkd6jTmhoaaBSQeRM1dhokEQfpUQpuErpaZFFNC/SgcZ0AH12ohoJNFc6xEcUAysVAqjcCiuiN/QzQPXiRUUUHUvHFFbLBA+wY3P7pf0FBjgDp9gIqsUqmFI9RVRw23mgQ7SfaiuAkbURO6d0271S+uNZ2jd3PCj+dNqk5/QL+LIXfSI+da0xKqHW5ZIFxGU9pEVOmjS5Mkb0BUuPaZQrgyBTYkW8x7Tgnf1FXbOlthXbN0s63DtuAe3tWozUy14TsHVipjdq17aT4JOVbuEBtQcQrDtsaksva8nYOZki2RdEhdp+W1T03F9rE5M87rBJETH8qk8a+7rmUHdR3jgiDzWbi3MhMjHxs+z4V9VYQIb+JTUmN0lvLI9V6Hl4Gq8k37RM61G6/MUFObwbf602BMxB1TtUVxMHUPunn2qhZ79qIbJkR61Ap5MjegQEncUD9jEmqE4+tFczBQRQNDTzvUDVkmKDjwKin25K7GiwUeXY1FbLBI/s/G4/dL39hQY0OPDK8TvWmKRWg8SKo6ZOw2oOJ5mg4HY0Ru/hDG8HpJvlQHv3Cyk91G386sn02ldVW34Nx7jIoU7k8TXRixV2ejXeoWBfdBaYmVI7j1il1rRAz8HX31FGUGdgxrOl3UK58JZy3DoQjTE96erW1Rk4GXiBjctjSTEipcTaLbvPbbUrFWBrOzUWmP1Vh+88u0SNwa1Kliwt9QOoMjABTsOxp2mkqx1JSPNbVhO/qPlSWw7SPGw7jlxca2x4k1uZ2JcBzZ1HxUuo2w3p7kxpBduIx1J9ae0sXSQMhwo07j0O8is0m1PndBw8+bmO/2e/z/ANpPv6Vi46WVmM7p2V09tOTbIHZxup+tRpCDFT6qaB42EpuO4oFV1JEGPWiFO8kGRQMJAHpVV2sET6UQms9qikJneqOBgVA5W3oriNUx2oFXb2qLBVVmbcEiitt09J6bi7f3KfoKDD6j4YBqsk1fWaqHA7xQKTvQOX2Ek8CiV6dh2vsHT7GOdvBtBSfU9/zrrrhFP1izeyOn3QjLGsM0+gq4zbN4B6R1q1YwUs5WVpZSQpCyQPSnqbPyPiy2ihbTaiNtbHc/SrJjJzU5qpyPiTJuE+e5JHIMfpUuWPxdVV3Mq7kA69wTMtUt3F0CG0yIQj0NY2ujDpJOnyk8+lOF5OV2RdpHcEGp0JC5RaGmqmkgZQBIcBgRtHaqaHs5dsPqs3vDcADSTzQ0sLPUrpSXUFo+VNCTZzbLXR5ij+9LKkGvEElgoIPpSRq62Gb6svhOouW43VuKeu02p834fxL6G7hXBZf/AC2MqT7elZuK7UGT0zOwt72NcVTwwEqfqKzqqjhHZgAjFjsABzUVYWuhdSvozCzojs7aSfpTdNIORYvY13w79tkcCQG71UCBoFnagWg6gcKKeBuNqCSrDT2o1D0+8RBG340G76fbH9m4uzfuU/QUHm4YlRSMnDiqhRsZqjjzBoix6LjfaeqWE0yqsHbfYAf1iqV6CX8QEuQZaeK1ygGQQQyn7rD0q9VLNsb1LHtW7hhiCSSIrVm+WZ+lYEt2yNUk+lY1I2G1wE9gAdqls2SGtdcwFJj8qm104IWEzvUHeHB3NA9diBv+NRSwpUjSDB5q6CRBhSRQd4jLwNR9aqHpkMvdge08U2JNrMfUB94d5rUySxPsdSdCByvcVqRlYrfs5KiCQR3G1W4ht2xe0hrLg96zppFHU83HOm6AV9G7/Wsa/ap9nPt3bYMAGeOwp6xLlYV7jKZkAc7GtTHSW2qT4juC9ZtGZKk881MpwS1na5tlFFcN+KIeFoHDmqp070BUEqD71GoNbEyCTxFB6B09P+m4vnP7lP0FB5kv3RVjFECnt3qoUCikaAu53FVG3+GcA4PTbl+9bAu3oYE7kJ2rWMSn5fVAGKWiYU7kDmusx/bG0HI6tc0sFMk7e9auMTlQ5GQFMs03J4O9c8stcNSII13GJG2/NcbbW5DktKASVM/OppdHC2zwAKpootsUG4AojtFAvh8SaKRlAECgZG8zvQdvNA9VDMQT8gaIQW2U7GPcGgcztG+4jkc1dpofFyTbJPIitTI0sbDl2lLmgz3kg1oSHvtp0X7ek9mO6t9azuTimuCti2/Ce7YBlRJE8imv0jsS6ciwZAkLE+1anJVF1Qsb90E7AwN6xkRWhdq5tliqOFA4cUDqBe9RRbcyNqNDAztRG46ddb+zMTj9yn/6ig89WCij2qxmnBoWO9VCEiPeirzo3QXymXJzP2OIu8tsX34itetvLNsXfVero6NatOBbGxI7/L5V2xkx5Yt3WfOUvm4AY89/nVuUNIGTlMSVUwOJFcss701MUdLeppbj1rk3rQwtg8RA7VQ4KyntvQ2IrRv3ouzQy8HmjJP4vag4mQYqKZpkGJJqjisKTFAMHSRQEuAazttPaiF8zcCY9qim6oO60QjLJkEg+oqqPi5VyzcG41bx6NWpkzYtm/56xbbw/DKkcHaa1eUOvNl6W8IBpESBBA+Vas/SQXpWO1rHJfk+tMJwWqHqQi7cERBNYzi4q4dq5tuoFFA8cUDv4fegcoEENxFCHgQoINGjkOmaDb9OX/pmJv8A3KfoKDA21kDnikZp4BJ+6fwqjRfDHTFuM2XdthyDpRWGw9TW8cfrNqX1zNa41uzZP7MyWIPYV1yy4Yk2ob9x7sGIH8KzwKzvayIjPCmBt61i1oIKZk8msNCIhfcgi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diff --git a/share/tutorials/tutorial-tracing.zh_TW.svg b/share/tutorials/tutorial-tracing.zh_TW.svg
index 67f75a459612dac0aed2b3d7938d0045ea2c58b6..8ab2d13d84e6da0e521a680e9d339945572af040 100644 (file)
--- a/share/tutorials/tutorial-tracing.zh_TW.svg
+++ b/share/tutorials/tutorial-tracing.zh_TW.svg
@@ -57,7 +57,7 @@
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-  <flowDiv xml:space="preserve">Inkscape 的特點之一就是有工具能將點陣圖描繪成 <路徑&gt; 元件作為 SVG 圖畫。這些簡短的說明應該能幫助你熟悉它的用法。</flowDiv>
+  <flowDiv xml:space="preserve">Inkscape 的特點之一就是有工具能將點陣圖描繪成 &lt;路徑> 元件作為 SVG 圖畫。這些簡短的說明應該能幫助你熟悉它的用法。</flowDiv>
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@@ -85,17 +85,17 @@
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-  <flowDiv xml:space="preserve">一般來說中間點陣圖中含有較多的暗色像素， Potrace 會實行更多次的描繪動作。當描繪的次數增加時，會需要更多的 CPU 時間，且產生的 <路徑&gt; 元件也會大很多。建議使用者先試驗顏色較亮的中間點陣圖，再慢慢地換成顏色較暗的以得到想要的輸出路徑比例和複雜性。</flowDiv>
+  <flowDiv xml:space="preserve">一般來說中間點陣圖中含有較多的暗色像素， Potrace 會實行更多次的描繪動作。當描繪的次數增加時，會需要更多的 CPU 時間，且產生的 &lt;路徑> 元件也會大很多。建議使用者先試驗顏色較亮的中間點陣圖，再慢慢地換成顏色較暗的以得到想要的輸出路徑比例和複雜性。</flowDiv>
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   <flowRegion>
    <use y="0" x="0" xlink:href="#d0e31"/>
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-  <flowDiv xml:space="preserve">開始使用描繪功能，載入或匯入一個圖像，選取它並選擇 <flowSpan font-family="sans serif">路徑 &gt; 描繪點陣圖</flowSpan> 項目，或者直接按 <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>。</flowDiv>
+  <flowDiv xml:space="preserve">開始使用描繪功能，載入或匯入一個圖像，選取它並選擇 <flowSpan font-family="sans serif">路徑 > 描繪點陣圖</flowSpan> 項目，或者直接按 <flowSpan font-weight="bold">Shift+Alt+B</flowSpan>。</flowDiv>
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  <text id="tracing-f01-zh_TW.svgtext7000" style="writing-mode:lr-tb;text-anchor:start;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 263.537724) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="5.7038479" font-variant="normal" y="99.753128" x="101.47987" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f01-zh_TW.svgtspan7001" y="99.753128" x="101.47987" role="line">描繪對話窗的主要選項</tspan></text>
- <image id="tracing-f01-zh_TW.svgimage2577" sodipodi:absref="/potrace-zh_TW.png" xlink:href="data:image/png;base64,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" transform="translate(10, 263.537724) " height="91.738" width="189.28" display="block" y="-0.000017236" x="65.359"/>
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@@ -121,7 +121,7 @@
  <text id="tracing-f02-zh_TW.svgtext1823" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 460.429773) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.154671" x="69.581543" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-zh_TW.svgtspan1824" y="97.154671" x="69.581543" role="line">原始圖像</tspan></text>
  <text id="tracing-f02-zh_TW.svgtext1826" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 460.429773) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="158.69894" font-family="Bitstream Vera Sans" sodipodi:insensitive="true" fill="#000000"><tspan id="tracing-f02-zh_TW.svgtspan1827" y="97.378670" x="158.69894" role="line">亮度臨界值</tspan><tspan id="tracing-f02-zh_TW.svgtspan1829" y="103.37867" x="158.69894" role="line">填色，無邊框</tspan></text>
  <text id="tracing-f02-zh_TW.svgtext1483" style="writing-mode:lr-tb;text-anchor:middle;" font-weight="bold" display="block" sodipodi:linespacing="100.00000%" transform="translate(10, 460.429773) " font-style="normal" font-stretch="normal" xml:space="preserve" line-height="100.00000%" font-size="6.0000000" font-variant="normal" y="97.37867" x="244.99974" font-family="Bitstream Vera Sans" fill="#000000"><tspan id="tracing-f02-zh_TW.svgtspan1488" y="97.378670" x="244.99974" role="line">亮度臨界值</tspan><tspan id="tracing-f02-zh_TW.svgtspan1490" y="103.37867" x="244.99974" role="line">邊框，無填色</tspan></text>
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