Adding upstream version 1.2.2.upstream/1.2.2upstream

Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>

1 files changed, 3 insertions, 0 deletions

diff --git a/share/tutorials/tutorial-shapes.de.svg b/share/tutorials/tutorial-shapes.de.svg
new file mode 100644
index 0000000..3e5fb99
--- /dev/null
+++ b/share/tutorials/tutorial-shapes.de.svg
@@ -0,0 +1,3 @@
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stroke-width="1.1541"><use id="hj" transform="matrix(1.5012 0 0 1.5012 -149.66 -516.04)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hl"/><use id="hi" transform="matrix(1.5012 0 0 1.5012 -149.79 -515.97)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#he"/><use id="hh" transform="matrix(1.5012 0 0 1.5012 -149.54 -516.03)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hk"/><use transform="matrix(1.4856 0 0 1.4856 -145.24 -499.74)" width="744.09448" height="1052.3621" xlink:href="#hj"/><use transform="matrix(1.4856 0 0 1.4856 -145.04 -499.68)" width="744.09448" height="1052.3621" xlink:href="#hi"/><use transform="matrix(1.4856 0 0 1.4856 -144.99 -499.98)" width="744.09448" height="1052.3621" xlink:href="#hh"/><use id="hg" transform="translate(-4.2358 -1.3033)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hd"/><use transform="translate(.44802 2.6881)" width="744.09448" height="1052.3621" xlink:href="#hg"/><use id="hf" transform="translate(-4.7246)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#he"/><use transform="translate(.69239 4.1136)" width="744.09448" height="1052.3621" xlink:href="#hf"/><use transform="translate(-.73484 -1.0442)" width="744.09448" height="1052.3621" xlink:href="#hb"/></g></g></g></g></g></g></g></g><use inkscape:label="Footer" sodipodi:insensitive="true" xlink:href="#footer-template"/><g inkscape:groupmode="layer" inkscape:label="Content"><text x="20" y="122" style="fill:#000000;font-family:Liberation Serif,Times New Roman,serif;font-size:16;line-height:100%" xml:space="preserve"><tspan style="fill:#000000" sodipodi:role="line">Tutorial<tspan style="fill:#de5f3a"> | </tspan><tspan style="font-style:italic">Formen</tspan></tspan></text><rect id="idm59" x="40" y="134" width="264" height="1e3px" style="display:none"/><text style="font-family:Liberation Sans,Arial,sans-serif;font-size:7.2;font-style:italic;line-height:150%;shape-inside:url(#idm59)">Dieses Tutorial behandelt die vier Formwerkzeuge: Rechteck, Ellipse, Stern, und Spirale. Wir werden die Fähigkeiten dieser Werkzeuge demonstrieren und Ihnen einige mögliche Anwendungsbeispiele zeigen.</text><rect id="idm60" x="40" y="174.31" width="264" height="1e3px" style="display:none"/><text style="font-family:Liberation Sans,Arial,sans-serif;font-size:7.2;font-style:italic;line-height:150%;shape-inside:url(#idm60)">Sie können <tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Pfeiltasten</tspan>, das <tspan style="font-weight:bold">Mausrad</tspan> oder <tspan style="font-weight:bold">Mittelklick+Ziehen</tspan> benutzen, um die Arbeitsfläche nach unten zu bewegen. Um die Grundlagen der Objekterstellung, Auswahl und Bearbeitung zu lernen, schauen Sie sich bitte das Grundlagen-Tutorial in <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Hilfe</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Einführungen</tspan> an.</text><rect id="idm69" x="20" y="225.44" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm69)">Inkscape bietet vier vielseitige <tspan style="font-style:italic">Formwerkzeuge</tspan>, von denen jedes seinen eigenen Typ von Form erstellt. Eine Form ist ein Objekt, welches mit formspezifischen Eigenschaften ausgestattet ist, welche man mittels verschiebbaren <tspan style="font-style:italic">Anfassern</tspan> und numerischen <tspan style="font-style:italic">Parametern</tspan> ändern kann, um das Aussehen der Form anzupassen.</text><rect id="idm73" x="20" y="274.62" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm73)">Zum Beispiel können Sie bei einem Stern die Anzahl der Spitzen, ihre Länge, Winkel, Rundung, usw. verändern – aber ein Stern bleibt ein Stern. Eine Form ist „weniger universell“ gegenüber einem einfachen Pfad, aber sie ist oft interessanter und hilfreicher. Sie können eine Form jederzeit in einen Pfad umwandeln (<tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">C</tspan>), aber die Rückumwandlung ist nicht möglich.</text><rect id="idm78" x="20" y="334.49" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm78)">Die Formwerkzeuge sind <tspan style="font-style:italic">Rechteck</tspan>, <tspan style="font-style:italic">Ellipse</tspan>, <tspan style="font-style:italic">Stern</tspan> und <tspan style="font-style:italic">Spirale</tspan>. Zuerst schauen wir, wie die Formwerkzeuge im allgemeinen arbeiten, und danach werden wir jede Form im Detail kennenlernen.</text><rect id="idm84" x="20" y="376.83" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm84)">Allgemeine Tipps</text><rect id="idm85" x="20" y="389.32" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm85)">Eine neue Form wird durch <tspan style="font-weight:bold">Aufziehen</tspan> der Form auf der Arbeitsfläche mit der Maus mit dem entsprechenden Werkzeug erzeugt. Sobald die Form erstellt ist (und so lange sie ausgewählt ist), zeigen sich ihre Anfasser als weiße rautenförmige, quadratische oder runde Markierungen, damit Sie sofort durch einfaches Ziehen an diesen Anfassern das Objekt verändern können, das Sie gerade erstellt haben.</text><rect id="idm87" x="20" y="449.28" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm87)">Alle vier Formarten zeigen ihre Anfasser in allen vier Formwerkzeugen genauso wie im Knotenwerkzeug (<tspan style="font-weight:bold">F2</tspan>). Wenn Sie Ihre <tspan style="font-weight:bold">Maus</tspan> über einen Anfasser bewegen, zeigt Ihnen das Programm in der Statusleiste an, was passiert, wenn Sie an ihm ziehen / darauf klicken, während Sie die unterschiedlichen Modifikator-Tasten gedrückt halten.</text><rect id="idm90" x="20" y="498.59" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm90)">Auch zeigt jedes Formwerkzeug seine Parameter in der <tspan style="font-style:italic">Werkzeugeinstellungsleiste</tspan>, die sich über der Arbeitsfläche befindet. Üblicherweise enthält sie einige numerische Eingabefelder und eine Schaltfläche, um die Werte auf den Standardwert zurückzusetzen. Wenn eine oder mehrere Formen des gleichen Typs ausgewählt sind und das entsprechende Formwerkzeug verwendet wird, verändern die in der Einstellungsleiste vorgenommenen Änderungen alle ausgewählten Formen.</text><rect id="idm92" x="20" y="569.07" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm92)">Jede Änderung in der Einstellungsleiste wird auch für die nächste neu zu erstellende Form verwendet. Wenn Sie zum Beispiel die Anzahl der Spitzen eines Sternes ändern, werden neue Sterne mit der geänderten Anzahl Spitzen erstellt. Außerdem führt bereits das bloße Auswählen einer Form dazu, dass die Form ihre Parameter an die Einstellungsleiste zurück übermittelt und damit die Werte für neu zu erstellende Formen dieses Typs festsetzt.</text><rect id="idm93" x="20" y="629.84" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm93)">Wenn Sie ein Formwerkzeug verwenden, können Sie ein Objekt auswählen, indem Sie darauf <tspan style="font-weight:bold">klicken</tspan>. <tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Klicken</tspan> (Auswählen in einer Gruppe) und <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Klicken</tspan> (wählt darunter) funktionieren genauso wie im Auswahlwerkzeug. <tspan style="font-weight:bold">Esc</tspan> hebt die Auswahl auf.</text><rect id="idm103" x="20" y="673.94" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm103)">Rechtecke</text><rect id="idm104" x="20" y="684.82" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm104)">Ein <tspan style="font-style:italic">Rechteck</tspan> ist die einfachste, aber wohl am häufigsten verwendete Form in Zeichnungen und Illustrationen. Inkscape versucht das Erstellen und Verändern der Rechtecke so einfach und komfortabel wie möglich zu machen.</text><rect id="idm106" x="20" y="723.46" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm106)">Wechseln Sie mit <tspan style="font-weight:bold">F4</tspan> oder durch Klicken der Werkzeugleisten-Schaltfläche zum Rechteckwerkzeug. Zeichnen Sie ein neues Rechteck neben dem blauen:</text><text transform="translate(20 759.49)" x="40.248711" y="26.427183" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;opacity:.065574;stroke-width:1pt" xml:space="preserve"><tspan x="40.248711" y="26.427183" style="font-size:16.8px;line-height:1.25" sodipodi:role="line">Hier zeichnen</tspan></text><rect transform="translate(20 759.49)" x="180.93" y=".625" width="77.318" height="53.706" style="color:#000000;fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect id="idm112" x="20" y="826.53" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm112)">Wechseln Sie die Auswahl von einem zum anderen Rechteck, ohne das Rechteckwerkzeug zu verlassen, indem Sie einfach auf das andere Rechteck klicken.</text><rect id="idm113" x="20" y="853.95" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm113)">Tastatur-Kurzbefehle für das Zeichnen von Rechtecken:</text><text transform="translate(34 877.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm116" x="40" y="869.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm116)">Mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste zeichnen Sie ein Quadrat oder ein Rechteck mit ganzzahligem Seitenverhältnis (2:1, 3:1, usw.).</text><text transform="translate(34 905.05)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm119" x="40" y="897.65" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm119)">Mit gedrückter <tspan style="font-weight:bold">Umschalt</tspan>-Taste zeichnen Sie ein Rechteck mit dem Startpunkt als Zentrum.</text><rect id="idm121" x="20" y="923.99" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm121)">Wie Sie sehen, zeigt das gewählte Rechteck (das zuletzt gezeichnete Rechteck ist immer ausgewählt) drei Anfasser in drei seiner Ecken. Tatsächlich sind es vier Anfasser, aber zwei von ihnen (die in der rechten oberen Ecke) überlagern sich, wenn das Rechteck nicht abgerundet ist. Diese zwei sind die <tspan style="font-style:italic">Rundungsanfasser</tspan>. Die anderen beiden (oben links und unten rechts) heißen <tspan style="font-style:italic">Größenänderungsanfasser</tspan>.</text><rect id="idm124" x="20" y="983.81" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm124)">Lassen Sie uns zuerst die Rundungsanfasser betrachten. Greifen Sie einen von ihnen und ziehen ihn nach unten. Alle vier Ecken des Rechtecks werden rund, und Sie können nun auch den zweiten Rundungsanfasser sehen. Er bleibt an seinem ursprünglichen Platz in der Ecke. Wenn Sie kreisrunde Ecken wollen, brauchen Sie jetzt nichts weiter zu tun. Wenn Sie Ecken benötigen, die an einer Seite weiter abgerundet sind als an der anderen, müssen Sie den anderen Anfasser nach links ziehen.</text><rect id="idm125" x="20" y="1052.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm125)">Hier haben die ersten beiden Rechtecke kreisrunde Ecken und die anderen zwei haben elliptisch gerundete Ecken:</text><text transform="translate(20 1088.7)" x="225" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="225" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Elliptisch abgerundete Ecken</tspan></text><text transform="translate(20 1088.7)" x="75" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="75" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Kreisförmig abgerundete Ecken</tspan></text><rect transform="translate(20 1088.7)" x="8.8697" y="11.833" width="56.849" height="33.94" ry="7.1429" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect transform="translate(20 1088.7)" x="83.596" y="11.833" width="56.849" height="33.94" ry="16.97" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect transform="translate(20 1088.7)" x="159.72" y="11.833" width="56.849" height="33.94" rx="6.6372" ry="16.97" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect transform="translate(20 1088.7)" x="234.28" y="11.833" width="56.849" height="33.94" rx="24.046" ry="5.9394" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect id="idm130" x="20" y="1145.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm130)">Bleiben Sie im Rechteckwerkzeug und klicken Sie auf die Rechtecke, um sie auszuwählen, und betrachten Sie die Position ihrer Rundungsanfasser.</text><rect id="idm131" x="20" y="1173.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm131)">Oft müssen Radius und Form der gerundeten Ecken in der gesamten Bildkomposition gleich sein, selbst wenn die Größe der Rechtecke unterschiedlich ist − denken Sie an Diagramme mit abgerundeten Kästen unterschiedlicher Größe. Inkscape erleichtert dies. Wechseln Sie in das Auswahlwerkzeug. In dessen Einstellungsleiste ist eine Gruppe von vier An-/Aus-Schaltflächen, von denen die zweite von links zwei konzentrisch gerundete Ecken zeigt. So können Sie kontrollieren, ob die runden Ecken sich anpassen sollen, wenn die Größe eines Rechtecks mit dem Auswahlwerkzeug verändert wird.</text><rect id="idm132" x="20" y="1254.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm132)">Hier zum Beispiel wurde das ursprüngliche rote Rechteck mit <tspan style="font-style:italic">ausgeschalteter</tspan> „<tspan style="font-family:Liberation Sans,Arial,sans-serif">Abgerundete Ecken in Rechtecken mitskalieren</tspan>“-Schaltfläche mehrmals dupliziert und skaliert, sodass sie unterschiedliche Seitenverhältnissen haben.</text><text transform="translate(20 1300.8)" x="37.091438" y="145.20607" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="37.091438" y="145.20607" style="font-size:6px;line-height:1.4" sodipodi:role="line">Skalieren von abgerundeten Rechtecken</tspan><tspan x="37.091438" y="153.54851" style="font-size:6px;line-height:1.4" sodipodi:role="line">mit „Abgerundete Ecken in Rechtecken mitskalieren“ AUS</tspan></text><rect transform="translate(20 1300.8)" x="69.228" y=".32251" width="196.91" height="122.77" rx="6.6372" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="69.228" y=".32092" width="196.91" height="63.106" rx="6.6372" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="114.8" y=".32849" width="151.47" height="105.78" rx="6.6372" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="183.43" y=".32092" width="82.83" height="63.106" rx="6.6372" ry="16.97" style="fill-opacity:.75;fill-rule:evenodd;fill:#ff0004;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="205.56" y=".33191" width="60.756" height="55.115" rx="6.6371" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="218.34" y=".33081" width="47.954" height="149.52" rx="6.6372" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="227.64" y=".31225" width="38.352" height="28.79" rx="6.6371" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1300.8)" x="36.352" y=".35815" width="229.82" height="41.087" rx="6.6371" ry="16.97" style="fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect id="idm139" x="20" y="1467.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm139)">Sie sehen, dass die Größe und Form der gerundeten Ecken bei allen Rechtecken gleich ist, so dass sich die Rundungen in der rechten oberen Ecke, wo sich alle treffen, exakt überlagern. Alle gepunkteten blauen Rechtecke sind aus Kopien des roten Originalrechtecks entstanden, nur durch Vergrößern oder Verkleinern mit dem Auswahlwerkzeug und ohne manuelles Neueinstellen der Rundungsanfasser.</text><rect id="idm140" x="20" y="1527.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm140)">Zum Vergleich sehen Sie hier die gleiche Zusammenstellung, allerdings diesmal mit <tspan style="font-style:italic">eingeschaltetem</tspan> „<tspan style="font-family:Liberation Sans,Arial,sans-serif">Abgerundete Ecken in Rechtecken mitskalieren</tspan>“-Schalter:</text><text transform="translate(20 1563.6)" x="37.091438" y="145.20508" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="37.091438" y="145.20508" style="font-size:6px;line-height:1.4" sodipodi:role="line">Skalieren von abgerundeten Rechtecken</tspan><tspan x="37.091438" y="153.54752" style="font-size:6px;line-height:1.4" sodipodi:role="line">mit „Abgerundete Ecken in Rechtecken mitskalieren“ AN</tspan></text><rect transform="translate(20 1563.6)" x="69.242" y=".40561" width="196.68" height="63.16" rx="15.76" ry="16.984" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="69.242" y=".33054" width="196.68" height="122.46" rx="15.76" ry="32.93" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="114.29" y=".35556" width="151.72" height="106.01" rx="12.157" ry="28.506" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="183.44" y=".31943" width="82.83" height="63.106" rx="6.6372" ry="16.97" style="fill-opacity:.75;fill-rule:evenodd;fill:#ff0004;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="218.04" y=".32016" width="48.118" height="148.86" rx="3.8557" ry="40.031" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="205.74" y=".38217" width="60.456" height="55.042" rx="4.8444" ry="14.801" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="227.86" y=".31296" width="38.454" height="29.249" rx="3.0813" ry="7.8653" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect transform="translate(20 1563.6)" x="38.124" y=".31247" width="227.21" height="42.865" rx="18.207" ry="11.527" style="color:#000000;fill-opacity:.11037;fill-rule:evenodd;fill:#00f;stroke-dasharray:0.625, 1.25;stroke-width:.625;stroke:#000"/><rect id="idm147" x="20" y="1730.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm147)">Nun sehen die abgerundeten Ecken ebenso unterschiedlich aus wie die Rechtecke, zu denen sie gehören. Die Rundungen aller Rechtecke sind verschieden, das sehen Sie z.B. in der rechten oberen Ecke, wenn Sie hineinzoomen. Sie würden das gleiche (optische) Ergebnis erhalten, wenn Sie das ursprüngliche Rechteck in einen Pfad umwandeln (<tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">C</tspan>) und es als Pfad skalieren würden.</text><rect id="idm152" x="20" y="1790.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm152)">Dies sind die Modifikatortasten für die Rundungsanfasser eines Rechtecks:</text><text transform="translate(34 1815.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm155" x="40" y="1807.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm155)"><tspan style="font-weight:bold">Strg</tspan> festhalten beim <tspan style="font-weight:bold">Ziehen</tspan> an einem Anfasser bewirkt, dass der Radius des anderen Anfassers genauso groß wird (kreisförmige Abrundung).</text><text transform="translate(34 1843.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm159" x="40" y="1835.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm159)"><tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Klicken</tspan> passt den anderen Anfasser an den angeklickten Anfasser an, ohne die Position des ersten Anfassers verändern zu müssen.</text><text transform="translate(34 1869.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm164" x="40" y="1862.2" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm164)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Klicken</tspan> entfernt die Rundung.</text><rect id="idm168" x="20" y="1879.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm168)">Sie werden bemerkt haben, dass die Rechteck-Einstellungsleiste die horizontalen (<tspan style="font-style:italic">Rx</tspan>) und vertikalen (<tspan style="font-style:italic">Ry</tspan>) Rundungsradien für das gewählte Rechteck zeigt, so dass Sie diese präzise einstellen und alle verfügbaren Längeneinheiten verwenden können. Die Schaltfläche <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Spitze Ecken</tspan> bewirkt, was der Name besagt – sie entfernt die Rundungen von gewählten Rechtecken.</text><rect id="idm172" x="20" y="1938" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm172)">Ein wichtiger Vorteil dieser Einstellmöglichkeiten ist, dass man damit viele Rechtecke auf einmal beeinflussen kann. Wenn Sie zum Beispiel alle Rechtecke in einer Ebene ändern wollen, müssen Sie nur <tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">A</tspan> (<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Alles auswählen</tspan>) drücken und die entsprechenden Parameter in der Einstellungsleiste verändern. Wenn auch Nicht-Rechtecke ausgewählt sind, werden diese ignoriert – nur Rechtecke werden verändert.</text><rect id="idm177" x="20" y="1998" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm177)">Nun lassen Sie uns einen Blick auf die Größenänderungsanfasser von Rechtecken werfen. Vielleicht wundern Sie sich, wozu wir die brauchen, wenn wir doch einfach die Größe des Rechtecks mit dem Auswahlwerkzeug ändern können?</text><rect id="idm178" x="20" y="2036.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm178)">Das Problem mit dem Auswahlwerkzeug ist, dass es „horizontal“ und „vertikal“ immer in Bezug auf die Kanten des Dokuments versteht. Im Gegensatz dazu arbeitet eine Größenänderung mit den Größenanfassern eines Rechtecks <tspan style="font-style:italic">entlang der Rechteck-Seiten</tspan>, selbst wenn das Rechteck gedreht oder geschert ist. Versuchen Sie zum Beispiel, die Größe des Rechteckes erst mit dem Auswahlwerkzeug und danach mit den Größenänderungsanfassern des Rechteckwerkzeugs zu verändern:</text><rect transform="translate(20 2115.1) matrix(.69601 -.71803 -.95272 -.30385 0 0)" x="7.7759" y="-179.49" width="41.625" height="64.103" rx="5.8251" ry="3.8355" style="color:#000000;fill-opacity:.99666;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect id="idm184" x="20" y="2175.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm184)">Da es zwei Anfasser zum Ändern der Größe gibt, können Sie das Rechteck in jede Richtung vergrößern/verkleinern oder auch nur in Richtung seiner Seiten bewegen. Bei allen Änderungen, die mittels der Größenänderungsanfasser vorgenommen werden, bleiben die Rundungsradien erhalten.</text><rect id="idm185" x="20" y="2225.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm185)">Dies sind die Modifikatortasten für die Größenänderungsanfasser:</text><text transform="translate(34 2250.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm188" x="40" y="2243" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm188)"><tspan style="font-weight:bold">Ziehen</tspan> mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste rastet an den Seiten oder der Diagonale des Rechtecks ein. Anders ausgedrückt, sorgt der Druck auf die <tspan style="font-weight:bold">Strg</tspan>-Taste dafür, dass entweder die Breite, die Höhe oder das Seitenverhältnis des Rechtecks gleich bleiben (innerhalb seines eigenen Koordinatensystems, das gedreht oder geschert sein kann).</text><rect id="idm192" x="20" y="2292.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm192)">Hier ist nochmal dasselbe Rechteck – wenn man <tspan style="font-weight:bold">Strg</tspan> festhält, lassen sich die Größenanfasser nur entlang der grau gepunkteten Linien bewegen (probieren Sie es aus).</text><g transform="translate(20 158.83)"><path d="m200.86 2297.1-80.738-126.8" style="fill:none;stroke-dasharray:1.70282, 1.70282;stroke-width:1.7028;stroke:#cfcfcf" inkscape:connector-curvature="0" sodipodi:nodetypes="cc"/><path d="m148.58 2287.9 91.851-95.534" style="fill:none;stroke-dasharray:1.70282, 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Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px" xml:space="preserve"><tspan x="78.675034" y="126.24259" sodipodi:role="line">Eingerastete Skalierung des Rechtecks</tspan><tspan x="78.675034" y="133.7426" sodipodi:role="line">- Anfasser mit Strg bewegen</tspan></text><rect id="idm198" x="20" y="2475" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm198)">Wenn man ein Rechteck schert und dreht, kann man, indem man es dupliziert und mit den Größenänderungsanfassern die Größe der Duplikate verändert, aus einem einfachen Rechteck ganz leicht dreidimensional anmutende Bilder erstellen:</text><rect transform="translate(20 2521.6) matrix(.91237 -.40937 0 1 0 0)" x="250.79" y="190.56" width="18.786" height="14.448" 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x="242.25" y="127.05" width="31.198" height="20.233" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><text transform="translate(20 2521.6)" x="44.409821" y="4.5585938" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="44.409821" y="4.5585938" sodipodi:role="line">3 Original-Rechtecke</tspan></text><text transform="translate(20 2521.6)" x="196.02606" y="4.5585938" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="196.02606" y="4.5585938" sodipodi:role="line">Verschiedene Rechtecke kopiert und mit den Anfassern in der Größe verändert</tspan><tspan x="196.02606" y="12.058594" sodipodi:role="line">(zumeist mit Strg)</tspan></text><rect id="idm203" x="20" y="2659.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm203)">Hier sind ein paar weitere Beispiele von Rechteck-Kompositionen, die auch Eckenrundung und Farbverläufe verwenden:</text><defs><linearGradient id="shapes-f08.svglinearGradient2343"><stop style="stop-color:#1c3e8b" offset="0"/><stop style="stop-color:#1c3e8b;stop-opacity:0" offset="1"/></linearGradient><linearGradient id="shapes-f08.svglinearGradient4147" x1="2642.4" x2="2679.7" y1="3040.9" y2="3040.9" gradientTransform="matrix(.57632 -3.0007e-7 -2.1401e-8 .43379 -1184.3 -1141.1)" gradientUnits="userSpaceOnUse" inkscape:collect="always" 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transform="translate(20 2693.6) matrix(.99447 .10503 -.99521 .097739 0 0)" x="429.84" y="244.73" width="28.248" height="30.095" rx="12.637" ry="7.8879" style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4156);stroke-width:.97176;stroke:#000"/><rect transform="translate(20 2693.6) matrix(.99447 .10503 -.99521 .097739 0 0)" x="368.67" y="210.65" width="21.022" height="15.702" rx="10.937" ry="7.8879" style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4153);stroke-width:.97176;stroke:#000"/><rect transform="translate(20 2693.6) matrix(.99447 .10503 -.99521 .097739 0 0)" x="437.19" y="274.21" width="52.249" height="47.25" rx="13.386" ry="7.8879" style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4150);stroke-width:.97176;stroke:#000"/><rect transform="translate(20 2693.6) matrix(.99447 .10503 -.99521 .097739 0 0)" x="350.07" y="174.4" width="9.8364" height="11.479" rx="4.8633" ry="5.0297" style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4147);stroke-width:.97176;stroke:#000"/><rect id="idm209" x="20" y="2824.9" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm209)">Ellipsen</text><rect id="idm210" x="20" y="2837.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm210)">Das Ellipsen-Werkzeug (<tspan style="font-weight:bold">F5</tspan>) kann Ellipsen und Kreise erstellen, die Sie in Kreissegmente oder Kreisbögen abwandeln können. Die Modifikatortasten sind dieselben wie auch beim Rechteck-Werkzeug:</text><text transform="translate(34 2883.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm214" x="40" y="2875.9" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm214)">Mit <tspan style="font-weight:bold">Strg</tspan> zeichnen Sie einen Kreis oder eine in ganzzahligem Größenverhältnis (2:1, 3:1, usw.) stehende Ellipse.</text><text transform="translate(34 2911.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm217" x="40" y="2903.9" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm217)">Mit gedrückter <tspan style="font-weight:bold">Umschalt</tspan>-Taste zeichnen Sie ein Rechteck mit dem Startpunkt als Zentrum.</text><rect id="idm219" x="20" y="2930.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm219)">Lassen Sie uns die Anfasser einer Ellipse näher betrachten. Wählen Sie diese hier aus:</text><ellipse transform="translate(20 2955.6)" cx="150" cy="30.874" rx="54.032" ry="30.249" style="color:#000000;fill-opacity:.99666;fill-rule:evenodd;fill:#ff000b;stroke-width:1.25;stroke:#000"/><rect id="idm224" x="20" y="3029.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm224)">Wieder sehen Sie anfangs drei Anfasser, aber in Wahrheit sind es vier. Der Anfasser ganz rechts ist eigentlich zwei sich überlappende Anfasser, welche es Ihnen erlauben, die Ellipse zu „öffnen“. <tspan style="font-weight:bold">Ziehen</tspan> Sie zuerst am Anfasser ganz rechts, danach ziehen Sie am anderen Anfasser, der darunter nun sichtbar wird, um eine Auswahl an Segmenten oder Bögen zu bekommen:</text><path transform="translate(20 3095.7)" d="m77.735 18.135a24.91 17.693 0 0 1-20.05 17.353 24.91 17.693 0 0 1-27.873-10.582 24.91 17.693 0 0 1 9.1745-21.482 24.91 17.693 0 0 1 31.453 2.2003l-17.614 12.511z" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="52.825108" sodipodi:cy="18.135038" sodipodi:end="5.4977871" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="0" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m141.49 18.135a24.91 17.693 0 0 1-16.366 16.619 24.91 17.693 0 0 1-27.593-5.2189l19.049-11.401z" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="116.58386" sodipodi:cy="18.135038" sodipodi:end="2.4413969" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="0" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m209.77 18.135a24.91 17.693 0 0 1-16.97 16.77 24.91 17.693 0 0 1-27.788-6.0791 24.91 17.693 0 0 1-0.74513-20.645 24.91 17.693 0 0 1 27.313-7.0823" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="184.85992" sodipodi:cy="18.135038" sodipodi:end="4.9855409" sodipodi:open="true" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="0" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m272.1 18.135a24.91 17.693 0 0 1-18.969 17.182 24.91 17.693 0 0 1-28.017-8.986" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="247.18883" sodipodi:cy="18.135038" sodipodi:end="2.6599349" sodipodi:open="true" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="0" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m98.591 5.8998a24.91 17.693 0 0 1 9.3502-4.3583l8.6431 16.594z" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="116.58386" sodipodi:cy="18.135038" sodipodi:end="4.3580459" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="3.9052122" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m224.71 10.505a24.91 17.693 0 0 1 24.35-10.012 24.91 17.693 0 0 1 21.957 12.496" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="247.18883" sodipodi:cy="18.135038" sodipodi:end="5.9880333" sodipodi:open="true" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="3.5874838" sodipodi:type="arc"/><path transform="translate(20 3095.7)" d="m114.9 0.48277a24.91 17.693 0 0 1 24.972 11.372l-23.288 6.2801z" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:.70293pt;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="116.58386" sodipodi:cy="18.135038" sodipodi:end="5.9203236" sodipodi:rx="24.909876" sodipodi:ry="17.692751" sodipodi:start="4.6447262" sodipodi:type="arc"/><rect id="idm230" x="20" y="3144" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm230)">Um ein <tspan style="font-style:italic">Segment</tspan> (einen Kreisbogen mit zwei angrenzenden Radien bzw. ein „Tortenstück“) zu erhalten, ziehen Sie an diesem Anfasser leicht <tspan style="font-style:italic">außerhalb</tspan> der Ellipse; um einen Bogen zu erhalten, tun Sie dasselbe leicht <tspan style="font-style:italic">innerhalb</tspan>. Oben sehen Sie 4 Segmente auf der linken und 3 Bögen auf der rechten Seite. Beachten Sie, dass Bögen keine geschlossene Formen sind – das heißt, die Kontur geht nur an der Ellipse entlang, aber sie verbindet nicht die beiden Enden des Bogens. Sie können dies leichter sehen, wenn Sie die Füllung entfernen und nur die Konturen stehen lassen.</text><g transform="translate(15.949 27.644)"><path d="m78.137 3274.7-47.158-26.974" style="fill:none;stroke-width:.25pt;stroke:#d3d3d3" inkscape:connector-curvature="0" sodipodi:nodetypes="cc"/><path d="m82.405 3271.7-40.649-39.784" style="fill:none;stroke-width:.25pt;stroke:#d3d3d3" inkscape:connector-curvature="0" sodipodi:nodetypes="cc"/><path transform="matrix(1.1577 0 0 1.1577 21.522 -466.22)" d="m11.441 3210a59.578 58.56 0 0 1 9.4681-12.128" style="color:#000000;fill:none;stroke-width:.64783;stroke:#d3d3d3" sodipodi:arc-type="arc" sodipodi:cx="63.037315" sodipodi:cy="3239.2964" sodipodi:end="3.9269908" sodipodi:open="true" sodipodi:rx="59.578407" sodipodi:ry="58.560177" sodipodi:start="3.6651914" sodipodi:type="arc"/><text transform="matrix(.70939 0 0 .70939 10.286 1617.1)" x="30.19973" y="2289.2708" style="fill:#d3d3d3;font-family:'Liberation 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style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Bögen</tspan></text><path transform="translate(20 3231.5)" d="m70.009 88.102a30.71 10.853 0 0 1-9.4975-10.507 30.71 10.853 0 0 1 21.435-8.0181 30.71 10.853 0 0 1 30.225 2.7537l-21.716 7.6739z" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="90.455017" sodipodi:cy="80.004387" sodipodi:end="5.4977871" sodipodi:rx="30.710485" sodipodi:ry="10.852578" sodipodi:start="2.2993372" sodipodi:type="arc"/><path transform="translate(20 3231.5)" d="m70.009 103.11a30.71 30.963 0 0 1-9.4975-29.977 30.71 30.963 0 0 1 21.435-22.876 30.71 30.963 0 0 1 30.225 7.8565l-21.716 21.894z" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="90.455017" sodipodi:cy="80.004387" sodipodi:end="5.4977871" sodipodi:rx="30.710485" sodipodi:ry="30.962814" sodipodi:start="2.2993372" sodipodi:type="arc"/><path 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sodipodi:type="arc"/><path transform="translate(20 3231.5)" d="m181.84 88.102a75.148 10.853 0 0 1-23.24-10.507 75.148 10.853 0 0 1 52.45-8.0181 75.148 10.853 0 0 1 73.959 2.7537" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="231.87538" sodipodi:cy="80.004387" sodipodi:end="5.4977871" sodipodi:open="true" sodipodi:rx="75.147621" sodipodi:ry="10.852578" sodipodi:start="2.2993372" sodipodi:type="arc"/><path transform="translate(20 3231.5)" d="m50.789 123.7a59.578 58.56 0 0 1-17.882-58.851l57.548 15.156z" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="slice" sodipodi:cx="90.455017" sodipodi:cy="80.004387" sodipodi:end="3.403392" sodipodi:rx="59.578407" sodipodi:ry="58.560177" sodipodi:start="2.2993372" sodipodi:type="arc"/><rect id="idm238" x="20" y="3366.9" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm238)">Auf der linken Seite sehen Sie eine fächerartige Gruppe schmaler Segmente. Diese konnte durch das Ziehen am Anfasser mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste zum Verwenden der <tspan style="font-style:italic">Winkeleinrastfunktion</tspan> einfach erstellt werden. Diese Modifikatortasten gibt es für Bogen-/Segment-Anfasser:</text><text transform="translate(34 3423.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm243" x="40" y="3416.2" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm243)">Mit <tspan style="font-weight:bold">Strg</tspan> rastet der Anfasser alle 15° beim Ziehen ein.</text><text transform="translate(34 3441)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm246" x="40" y="3433.6" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm246)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Klicken</tspan> auf den Anfasser schließt die Ellipse (kein Segment oder Bogen mehr).</text><rect id="idm250" x="20" y="3461.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm250)">Der Einrastwinkel kann in den Inkscape-Einstellungen (unter <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Verhalten</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Schritte</tspan>) geändert werden.</text><rect id="idm254" x="20" y="3488.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm254)">Die anderen zwei Anfasser der Ellipse werden für Größenänderungen um das Zentrum herum verwendet. Deren Modifikatortasten wirken ähnlich wie die der Rundungsanfasser eines Rechteckes:</text><text transform="translate(34 3532.7)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm257" x="40" y="3525.3" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm257)"><tspan style="font-weight:bold">Ziehen</tspan> Sie mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste daran, um Ellipsen wieder in einen Kreis umzuwandeln (macht den anderen Radius gleich) und die Größe zu ändern.</text><text transform="translate(34 3560.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm261" x="40" y="3553.2" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm261)"><tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Klicken</tspan> erzeugt einen Kreis, ohne die Position des ersten Anfassers verändern zu müssen.</text><rect id="idm265" x="20" y="3579.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm265)">Wie auch bei den Rechteck-Anfassern für die Größenänderung passen die Anfasser bei der Ellipse die Höhe und Breite im <tspan style="font-style:italic">Koordinatensystem der Ellipse</tspan> an. Das bedeutet, dass eine gedrehte oder gescherte Ellipse einfach entlang der Originalachsen gestreckt oder gequetscht werden kann, während sie gedreht oder geschert bleibt. Versuchen Sie die Größe einer der Ellipsen hier mit den Anfassern zu verändern:</text><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="60.786" ry="6.6323" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="81.474" ry="12.263" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="52.813" ry="55.474" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="32.589" ry="22.827" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="6.8571" ry="42.356" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><ellipse transform="translate(20 3647.5) matrix(.91395 .40583 -.87516 .48384 0 0)" cx="129.13" cy="-36.549" rx="32.589" ry="6.6323" style="color:#000000;fill-opacity:.14716;fill-rule:evenodd;fill:#ffd300;stroke-width:.83991;stroke:#000"/><rect id="idm272" x="20" y="3734.1" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm272)">Sterne</text><rect id="idm273" x="20" y="3744.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm273)">Sterne sind die komplexesten und interessantesten Formen, die Inkscape zu bieten hat. Wenn Sie ihre Freunde von Inkscape begeistern wollen, lassen Sie diese mit dem Sternwerkzeug spielen. Es ist endlos unterhaltsam – geradezu süchtig machend!</text><rect id="idm274" x="20" y="3783.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm274)">Mit dem Sternwerkzeug kann man zwei verschiedene Arten von Objekten erstellen: Sterne und Vielecke (Polygone). Ein Stern hat zwei Anfasser, die die Länge und die Form der Spitzen beeinflussen; ein Vieleck hat nur einen Anfasser, der das Vieleck dreht und seine Größe ändert, wenn man daran zieht:</text><g transform="translate(30.258 3840.1)"><path transform="matrix(.67263 .35535 -.35535 .67263 1407.5 -2577.2)" d="m107.3 3871.6-25.241 0.151-14.185 20.878-7.9434-23.959-24.24-7.039 20.331-14.958-0.7961-25.229 20.509 14.714 23.748-8.5532-7.6562 24.052z" style="color:#000000;fill-rule:evenodd;fill:#fff100;stroke-width:.98589;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.45247489" sodipodi:arg2="1.0807934" sodipodi:cx="73.11795" sodipodi:cy="3855.0315" sodipodi:r1="38.010052" sodipodi:r2="19.005026" sodipodi:sides="5" sodipodi:type="star"/><text x="86.568001" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="86.568001" y="6" style="text-align:center;text-anchor:middle" sodipodi:role="line">Stern</tspan></text><path transform="matrix(.67263 .35535 -.35535 .67263 1513.8 -2577.2)" d="m107.3 3871.6-39.426 21.029-32.183-30.998 19.535-40.187 44.257 6.1608z" style="color:#000000;fill-rule:evenodd;fill:#fff100;stroke-width:.98589;stroke:#000" inkscape:flatsided="true" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.45247489" sodipodi:arg2="1.0807934" sodipodi:cx="73.11795" sodipodi:cy="3855.0315" sodipodi:r1="38.010052" sodipodi:r2="19.005026" sodipodi:sides="5" sodipodi:type="star"/><text x="193.02451" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="193.02451" y="6" style="text-align:center;text-anchor:middle" sodipodi:role="line">Polygon</tspan></text></g><rect id="idm279" x="20" y="3916.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm279)">In der Einstellungsleiste des Sternwerkzeugs gibt es ganz links zwei Schaltflächen, mit denen man einstellen kann, welche Art von Form gezeichnet werden soll (Stern oder gewöhnliches Vieleck). Als nächstes kommt ein Zahleneingabefeld, welches die <tspan style="font-style:italic">Anzahl der Ecken</tspan> für einen Stern oder Vieleck bestimmt. Dieser Wert kann nur über die Einstellungsleiste gesetzt werden. Der erlaubte Bereich geht von 3 (klar) bis 1024, aber Sie sollten keine hohen Werte verwenden (über 200), wenn Sie einen langsamen Rechner haben.</text><rect id="idm281" x="20" y="3987" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm281)">Wenn Sie einen neuen Stern oder ein neues Vieleck zeichnen,</text><text transform="translate(34 4011.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm284" x="40" y="4003.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm284)"><tspan style="font-weight:bold">ziehen</tspan> Sie diesen mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste auf, um seinen Drehwinkel in 15° Schritten einrasten zu lassen.</text><rect id="idm287" x="20" y="4030.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm287)">Natürlich ist ein Stern die interessantere Form (wobei Vielecke in der Praxis oft nützlicher sind). Die beiden Anfasser eines Sterns haben leicht unterschiedliche Funktionen. Der erste Anfasser (zu Beginn liegt dieser am Scheitel, das heißt am Ende einer <tspan style="font-style:italic">Spitze</tspan> des Sterns) macht die Sternzacken länger oder kürzer, und wenn Sie daran drehen (relativ zum Zentrum der Form), dreht sich der andere Anfasser genauso mit. Das bedeutet, dass Sie die Sternzacken mit diesem Anfasser nicht in sich verdrehen können.</text><rect id="idm289" x="20" y="4099.1" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm289)">Der andere Anfasser (zu Beginn in der <tspan style="font-style:italic">konkaven</tspan> Ecke zwischen zwei Zacken) ist, im Gegensatz zum anderen, frei radial und tangential beweglich, ohne den anderen Anfasser zu beeinflussen. (Dieser Anfasser kann sogar selbst zum Endpunkt einer Sternzacke werden, wenn man ihn weiter vom Zentrum wegzieht als den anderen Anfasser.) Mit diesem Anfasser kann man die Spitzen des Sterns so verdrehen, dass man damit alle möglichen Arten von Kristallen, Mandalas, Schneeflocken und Stachelschweinen erzeugen kann:</text><path transform="translate(20 4177.7)" d="m199.02 68.977-39.109-8.8644 36.183 13.03-37.618-13.893 34.172 17.641-35.482-18.685 31.577 21.951-32.74-23.156 28.442 25.885-29.437-27.231 24.82 29.376-25.631-30.841 20.773 32.364-21.386-33.923 16.371 34.799-16.776-36.424 11.689 36.638-11.878-38.302 6.8069 37.85-6.7769-39.525 1.8083 38.415-1.5599-40.071-3.2214 38.322 3.6837-39.932-8.1959 37.574 8.8644-39.109-13.03 36.183 13.893-37.618-17.641 34.172 18.685-35.482-21.951 31.577 23.156-32.74-25.885 28.442 27.231-29.437-29.376 24.82 30.841-25.631-32.364 20.773 33.922-21.386-34.799 16.371 36.424-16.776-36.638 11.689 38.302-11.878-37.85 6.8069 39.525-6.7769-38.415 1.8083 40.071-1.5599-38.322-3.2214 39.932 3.6837-37.574-8.1959 39.109 8.8644-36.183-13.03 37.618 13.893-34.172-17.641 35.482 18.685-31.577-21.951 32.74 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sodipodi:r1="16.741013" sodipodi:r2="21.505522" sodipodi:sides="32" sodipodi:type="star"/><path transform="translate(20 4177.7)" d="m260.41 49.119-35.663 13.07 23.411-9.4048-34.46-15.976 23.204 9.9036-13.07-35.663 9.4048 23.411 15.976-34.46-9.9036 23.204 35.663-13.07-23.411 9.4048 34.46 15.976-23.204-9.9036 13.07 35.663-9.4048-23.411-15.976 34.46z" style="color:#000000;fill-rule:evenodd;fill:#520100" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.88740509" sodipodi:arg2="2.3382889" sodipodi:cx="249.85676" sodipodi:cy="36.161578" sodipodi:r1="16.710012" sodipodi:r2="36.167358" sodipodi:sides="8" sodipodi:type="star"/><path transform="translate(20 4177.7) rotate(.0019184 1.2489e8 0)" d="m307.95 4272-41.28 0.6425 33.556 17.416-29.644-28.735 11.412 36.043-0.64253-41.28-17.416 33.556 28.735-29.644-36.043 11.412 41.28-0.6425-33.556-17.416 29.644 28.735-11.412-36.043 0.64253 41.28 17.416-33.556-28.735 29.644z" style="color:#000000;fill-rule:evenodd;fill:#520100" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.011487387" sodipodi:arg2="3.0816518" sodipodi:cx="282.28931" sodipodi:cy="4271.7378" sodipodi:r1="25.662985" sodipodi:r2="15.646836" sodipodi:sides="8" sodipodi:type="star"/><path transform="translate(20 4177.7)" d="m92.431 52.264-14.034-33.728 0.070659 27.944 13.926-33.773-19.71 19.81 33.728-14.034-27.944 0.070659 33.773 13.926-19.81-19.71 14.034 33.728-0.07066-27.944-13.926 33.773 19.71-19.81-33.728 14.034 27.944-0.070659-33.773-13.926z" style="color:#000000;fill:none;stroke-width:.25;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="1.5707963" sodipodi:arg2="-2.3580603" sodipodi:cx="92.431129" sodipodi:cy="32.516994" sodipodi:r1="19.746624" sodipodi:r2="19.809624" sodipodi:sides="8" sodipodi:type="star"/><path transform="translate(20 4177.7)" d="m102.43 123.68-54.979-38.435 42.246 53.111-37.383-55.7 20.208 64.785-14.737-65.443-4.56 67.71 9.8988-66.347-28.712 61.491 33.198-58.291-48.986 46.967 52.013-42.363-62.645 26.099 63.804-20.713-67.842 1.7069 66.978 3.7348-63.878-22.916 61.106 27.678-51.286-44.444 46.981 47.883-31.768-59.969 26.511 61.621-7.9594-67.395 2.461 67.037 16.924-65.72-21.922 63.399 39.522-55.168-43.344 51.199 56.782-37.166-58.912 32.084 66.374-14.144-66.524 8.6359 67.001 10.788-65.151-15.978z" style="color:#000000;fill-rule:evenodd;fill:#520100" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.52982957" sodipodi:arg2="-2.2448164" sodipodi:cx="56.805591" sodipodi:cy="96.95668" sodipodi:r1="52.870548" sodipodi:r2="14.99335" sodipodi:sides="17" sodipodi:type="star"/><rect id="idm295" x="20" y="4339.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm295)">Wenn Sie nur einen normalen Stern ohne solche Spielereien wollen, können Sie den Anfasser, der die Spitzen verdreht, aber auch genauso wie den anderen Anfasser verwenden:</text><text transform="translate(34 4374.7)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm298" x="40" y="4367.3" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm298)"><tspan style="font-weight:bold">Ziehen</tspan> Sie mit gedrückter <tspan style="font-weight:bold">Strg</tspan>-Taste daran, um die Sternzacken „gerade“ zu halten (keine Verdrehung).</text><text transform="translate(34 4402.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm302" x="40" y="4395.2" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm302)"><tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Klicken</tspan>, um die Verdrehung zu entfernen, ohne den Abstand des Anfassers vom Mittelpunkt der Form zu verändern.</text><rect id="idm306" x="20" y="4423.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm306)">Als nützliche Ergänzung für das Aufziehen mit den Anfassern hat die Einstellungsleiste das <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Spitzenverhältnis</tspan>-Feld, welches das Verhältnis des Abstandes der beiden Anfasser zum Zentrum angibt und verändert.</text><rect id="idm308" x="20" y="4462" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm308)">Inkscape-Sterne haben noch zwei weitere Tricks in petto. In der Geometrie ist ein Vieleck eine Form mit geraden Kanten und spitzen Ecken. Im echten Leben sieht man jedoch überall unterschiedlich stark gekrümmte Kanten und gerundete Ecken – und Inkscape kann so etwas auch. Das Abrunden eines Sterns oder Polygons funktioniert allerdings etwas anders als das Abrunden der Ecken eines Rechtecks. Es ist egal, welchen der beiden Anfasser Sie dafür verwenden, aber</text><text transform="translate(34 4539.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm311" x="40" y="4532" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm311)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> an einem Anfasser in tangentialer Richtung rundet den Stern oder das Polygon ab und</text><text transform="translate(34 4567.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm316" x="40" y="4560" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm316)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Anklicken</tspan> eines Anfassers entfernt die Rundung.</text><rect id="idm320" x="20" y="4577.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm320)">„Tangential“ bedeutet hier: senkrecht zur Verbindungslinie zum Zentrum des Kreises. Wenn Sie einen Anfasser mit der Umschalttaste gegen den Uhrzeigersinn um das Zentrum „drehen“, bekommen Sie positive Rundungen; im Uhrzeigersinn gedreht, bekommen Sie negative Rundungen. (Weiter unten finden Sie Beispiele mit negativer Rundung.)</text><rect id="idm321" x="20" y="4626.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm321)">Hier ist ein Vergleich zwischen einem abgerundeten Quadrat (mit dem Rechteckwerkzeug) und einem abgerundeten vierseitigen Polygon (Sternwerkzeug):</text><g transform="translate(18.72 4662.5)"><path transform="matrix(1.1746 0 0 1.1746 -.54892 -5471.6)" d="m203.96 4729.2c-8.4271 8.4271-56.219 8.4271-64.646 0s-8.4271-56.219 0-64.646 56.219-8.4271 64.646 0c8.4271 8.4271 8.4271 56.219 0 64.646z" style="color:#000000;fill-rule:evenodd" inkscape:flatsided="true" inkscape:randomized="0" inkscape:rounded="0.18435333" sodipodi:arg1="0.78539816" sodipodi:arg2="1.5707963" sodipodi:cx="171.63371" sodipodi:cy="4696.8921" sodipodi:r1="45.711628" sodipodi:r2="32.323002" sodipodi:sides="4" sodipodi:type="star"/><text x="201.01576" y="41.899632" style="fill:#ffffff;font-family:'Liberation Sans',Arial,sans-serif;font-size:10px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="201.01576" y="41.899632" sodipodi:role="line">Abgerundetes</tspan><tspan x="201.01576" y="54.399632" sodipodi:role="line">Polygon</tspan></text><rect x="56.117" y="1.8127" width="87.192" height="87.192" rx="18.04" ry="18.04" style="color:#000000;fill-rule:evenodd"/><text x="99.512451" y="41.917397" style="fill:#ffffff;font-family:'Liberation Sans',Arial,sans-serif;font-size:10px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="99.512451" y="41.917397" sodipodi:role="line">Abgerundetes</tspan><tspan x="99.512451" y="54.417397" sodipodi:role="line">Rechteck</tspan></text></g><rect id="idm326" x="20" y="4765.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm326)">Wie Sie sehen können, hat das gerundete Rechteck gerade Liniensegmente an seinen Seiten und kreisförmige (im Allgemeinen: elliptische) Rundungen, während das gerundete Polygon überhaupt keine geraden Linien hat; seine Krümmung verändert sich stufenlos vom Maximum (in den Ecken) zum Minimum (in der Mitte zwischen den Ecken). Inkscape schafft dies durch Hinzufügen kollinearer Bézier-Tangenten zu jedem Knoten der Form (Sie können diese sehen, wenn Sie die Form in einen Pfad umwandeln und mit dem Knotenwerkzeug betrachten).</text><rect id="idm327" x="20" y="4846.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm327)">Der <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Abrundungs</tspan>-Parameter, den Sie in der Einstellungsleiste bearbeiten können, ist das Verhältnis der Länge dieser Tangenten zur Länge der Polygon/Stern-Seiten, an denen sie angrenzen. Dieser Parameter kann negativ sein, wodurch sich die Richtung der Tangenten umkehrt. Werte von 0,2 bis 0,4 ergeben eine „normale“ Rundung der Art, wie Sie sie erwarten würden; andere Werte können zu schönen, hochkomplexen und total unerwarteten Mustern führen. Ein Stern mit großen Rundungswert kann weit über die Positionen seiner Anfasser hinausreichen. 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0.44922-10.338-0.17851-1.9518-0.51931-4.1624-1.8867-6.7148-1.3674-2.5524-4.3391-5.3615-7.7188-6.3848-0.85307-0.25829-1.782-0.4317-2.7344-0.50195z" style="color:#000000;fill-opacity:.75;fill-rule:evenodd;fill:#ffb800;stroke-width:.75541;stroke:#000" inkscape:href="#shapes-f17-de.svgpath2693" inkscape:original="M 60.472656 16.279297 C 54.974844 17.168166 53.047201 37.122537 47 38.806641 C 40.264438 40.682448 26.489307 22.788056 21.388672 27.570312 C 16.504021 32.150066 35.181185 44.968771 33.511719 51.453125 C 31.768434 58.224197 9.3833714 61.20917 10.974609 68.017578 C 12.498467 74.537687 32.937868 64.772961 37.71875 69.460938 C 42.711028 74.356202 34.103049 95.231661 40.794922 97.257812 C 47.203431 99.198167 48.967621 76.614736 55.417969 74.818359 C 62.153531 72.942552 75.928662 90.836944 81.029297 86.054688 C 85.913948 81.474934 67.238737 68.654276 68.908203 62.169922 C 70.651488 55.39885 93.034597 52.41583 91.443359 45.607422 C 89.919502 39.087313 69.480101 48.852039 64.699219 44.164062 C 59.706941 39.268798 68.31492 18.393339 61.623047 16.367188 C 61.222515 16.245915 60.839177 16.220039 60.472656 16.279297 z " inkscape:radius="9.9201479" sodipodi:type="inkscape:offset" xlink:href="#shapes-f17-de.svgpath2693"/><path id="shapes-f17-de.svgpath2693" transform="translate(20 5143)" d="m81.03 86.054c-5.1006 4.7823-18.876-13.111-25.612-11.235-6.4503 1.7964-8.2138 24.38-14.622 22.439-6.6919-2.0262 1.9161-22.903-3.0761-27.798-4.7809-4.688-25.22 5.0765-26.744-1.4436-1.5912-6.8084 20.792-9.7919 22.536-16.563 1.6695-6.4844-17.007-19.303-12.122-23.883 5.1006-4.7823 18.876 13.111 25.612 11.235 6.4503-1.7964 8.2138-24.38 14.622-22.439 6.6919 2.0262-1.9161 22.903 3.0761 27.798 4.7809 4.688 25.22-5.0765 26.744 1.4436 1.5912 6.8084-20.792 9.7919-22.536 16.563-1.6695 6.4844 17.007 19.303 12.122 23.883z" style="color:#000000;fill-opacity:.75;fill-rule:evenodd;fill:#ffb800;stroke-width:.625;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0.25" sodipodi:arg1="0.77559456" sodipodi:arg2="1.3411834" sodipodi:cx="51.209373" sodipodi:cy="56.812424" sodipodi:r1="41.765072" sodipodi:r2="18.491833" sodipodi:sides="6" sodipodi:type="star"/><text transform="translate(20 5143)" x="51.01371" y="6" style="font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;line-height:1.25;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="51.01371" y="6" sodipodi:role="line">Originaler Stern</tspan></text><text transform="translate(20 5143)" x="144.32384" y="6" style="font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;line-height:1.25;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="144.32384" y="6" sodipodi:role="line">Verbundener Versatz, geschrumpft</tspan></text><text transform="translate(20 5143)" x="246.51053" y="6" style="font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;line-height:1.25;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="246.51053" y="6" sodipodi:role="line">Verbundener Versatz, erweitert</tspan></text><rect id="idm342" x="20" y="5252.9" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm342)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> an Anfassern eines Sterns ist sicher mit der schönste Zeitvertreib, den die Menschheit kennt. Aber es kommt noch besser.</text><rect id="idm346" x="20" y="5279.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm346)">Für realistischere Formen kann Inkscape seine Sterne und Polygone per <tspan style="font-style:italic">Zufall</tspan> ändern (das heißt, zufällig verzerren). Leichte Zufallsänderungen machen einen Stern weniger regelmäßig, natürlicher, oft lustig; starke Zufallsänderungen sind eine spannende Möglichkeit, eine ganze Auswahl an unglaublichen, unvorhersehbaren Formen zu erhalten. Ein abgerundeter Stern bleibt weich gerundet, wenn er per Zufall geändert wird. Hier die Modifikatortasten:</text><text transform="translate(34 5355.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm350" x="40" y="5348.2" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm350)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> an einem Anfasser tangential ändert den Stern oder das Polygon zufällig.</text><text transform="translate(34 5373)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm355" x="40" y="5365.6" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm355)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Anklicken</tspan> eines Anfassers entfernt die Zufallsänderung.</text><rect id="idm359" x="20" y="5382.9" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm359)">Wenn Sie einen solchen zufälligen Stern zeichnen oder durch Ziehen an einem seiner Anfasser verändern, wird er dabei „zittern“, weil jede einzelne Position seiner Anfasser eine Zufallsänderung bewirkt. Wenn Sie also den Anfasser ohne <tspan style="font-weight:bold">Alt</tspan> bewegen, ändert sich die Form per Zufall mit derselben Effektstärke, während <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> die Richtung der Veränderung beibehält, jedoch die Stärke des Effektes anpasst. Hier sehen Sie einige Sterne, deren Parameter exakt gleich sind, aber jeder davon ist durch sehr leichte Bewegung seiner Anfasser zufallsgeändert (der Wert für die Zufallsänderung ist durchweg 0,1):</text><path transform="translate(20.747 776.48)" d="m50.828 4734.4c-1.6951 2.9695-10.766-0.6976-13.204 1.4944-2.3514 2.1141 1.2453 11.874-2.1784 12.514-3.5499 0.663-7.7974-13.202-11.064-13.777-3.15-0.5539-12.865 11.518-15.007 8.9875-2.2217-2.6243 11.205-13.462 9.5675-16.614-1.5794-3.0395-16.801-3.6503-16.676-7.0358 0.12881-3.5103 12.288 1.884 13.943-1.295 1.5961-3.0659-5.6904-16.679-2.9963-18.865 2.7934-2.2674 12.722 8.1772 16.16 8.1151 3.3159-0.06 2.6761-10.06 5.7046-8.993 3.1401 1.1062-1.9863 12.304 0.67033 14.414 2.5622 2.0357 13.343-3.344 14.971-0.3974 1.6875 3.0553-9.949 9.0801-10.348 12.451-0.3845 3.2512 12.093 6.1365 10.458 9.0004z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" 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sodipodi:cx="28.926914" sodipodi:cy="4723.0049" sodipodi:r1="25.807421" sodipodi:r2="12.903711" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(200.87 776.48)" d="m49.555 4735.1c-1.7693 2.9355-9.5769-0.1479-12.32 1.5699-2.6455 1.6568-2.1019 14.19-5.3105 14.184-3.3269-0.01-6.7331-17.083-9.7996-18.561-2.9575-1.4254-7.9483 11.223-9.7975 8.6727-1.9174-2.6444 5.5804-12.623 4.4055-15.802-1.1331-3.0658-14.853-5.2513-14.352-8.3855 0.51938-3.2498 12.378 3.2171 14.054 0.1922 1.6165-2.9173-2.1737-14.554 0.7361-15.865 3.017-1.3598 9.2728 11.052 12.61 10.802 3.2183-0.2408 6.234-11.819 9.2835-10.345 3.1619 1.5284-4.1862 10.493-1.9296 13.072 2.1763 2.4871 17.753-1.491 18.267 1.5856 0.53322 3.19-13.85 5.5554-14.749 8.7186-0.86715 3.0509 10.608 7.3306 8.9012 10.162z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" sodipodi:arg1="0.59796906" sodipodi:arg2="1.075916" sodipodi:cx="28.926914" sodipodi:cy="4723.0049" sodipodi:r1="25.69157" sodipodi:r2="12.845784" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(260.91 776.48)" d="m47.131 4741.3c-2.4289 2.4346-10.695-6.456-13.826-4.8668-3.0195 1.5327-2.6557 11.321-5.8693 11.551-3.3321 0.2388-1.9882-10.868-5.289-12.154-3.1834-1.2399-13.914 3.1779-15.416 0.459-1.5568-2.819 12.611-10.322 12.095-13.813-0.49765-3.367-17.46-5.6256-16.311-8.8056 1.1914-3.2972 13.369 4.8152 15.687 2.2743 2.236-2.4506-1.3809-12.655 1.403-14.204 2.8866-1.6067 7.9434 7.2122 11.44 6.8838 3.3721-0.3167 8.7096-9.1965 11.589-7.9401 2.9856 1.3027-4.4989 11.562-2.9394 14.445 1.5041 2.7807 16.416 2.8228 16.386 6.061-0.03077 3.3577-12.902 4.7491-14.093 8.084-1.149 3.2164 7.4856 9.6776 5.1431 12.026z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" sodipodi:arg1="0.72564034" sodipodi:arg2="1.2035873" sodipodi:cx="28.926914" sodipodi:cy="4723.0049" sodipodi:r1="25.504747" sodipodi:r2="12.752373" sodipodi:sides="7" sodipodi:type="star"/><rect id="idm368" x="20" y="5539.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm368)">Hier sehen Sie den mittleren Stern aus der obigen Reihe mit unterschiedlichen Werten für die Zufallsänderung von -0,2 bis +0,2:</text><text transform="translate(20 5575.3)" x="263.96066" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="263.96066" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">+0,2</tspan></text><text transform="translate(20 5575.3)" x="202.69716" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="202.69716" y="6" style="font-size:6px;line-height:1.1" 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0.045389-3.5512 1.9853z" style="stroke-width:.011048" inkscape:flatsided="false" inkscape:randomized="0.14" inkscape:rounded="0.4" sodipodi:arg1="0.32929262" sodipodi:arg2="0.77809157" sodipodi:cx="-6.2346616" sodipodi:cy="10.449848" sodipodi:r1="3.228641" sodipodi:r2="7.9316006" sodipodi:sides="7" sodipodi:type="star"/><rect id="idm383" x="20" y="5869" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm383)">Spiralen</text><rect id="idm384" x="20" y="5881.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm384)">Die Inkscape-Spirale ist eine vielseitige Form, und wenn auch nicht so aufregend wie der Stern, dennoch manchmal sehr nützlich. Eine Spirale wird, ebenso wie ein Stern, vom Zentrum aus gezeichnet, sowohl beim Zeichnen als auch beim Bearbeiten.</text><text transform="translate(34 5927.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm387" x="40" y="5920.1" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm387)"><tspan style="font-weight:bold">Strg</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> rastet den Verdrehwinkel in Vielfachen von 15° ein.</text><rect id="idm391" x="20" y="5937.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm391)">Einmal gezeichnet, hat eine Spirale zwei Anfasser an ihrem inneren und äußeren Ende. Beide Anfasser rollen diese auf oder ab, wenn man daran (ohne Modifikatortaste) zieht - sie „erweitern“ die Spirale, d.h. ändern die Anzahl der Windungen. Die Modifikatortasten:</text><rect id="idm392" x="20" y="5976.1" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm392)">Äußerer Anfasser:</text><text transform="translate(34 6000.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm395" x="40" y="5992.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm395)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> Sie daran, um die Spirale rund um das Zentrum zu drehen/skalieren (kein Auf- oder abrollen).</text><text transform="translate(34 6028)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm400" x="40" y="6020.6" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm400)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Ziehen</tspan> hält den Radius der Spirale beim Auf- oder Abrollen konstant.</text><rect id="idm404" x="20" y="6038" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm404)">Innerer Anfasser:</text><text transform="translate(34 6061.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm407" x="40" y="6053.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm407)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Vertikal ziehen</tspan> Konvergiert / divergiert die Spirale, erzeugt also eine Spirale mit Windungen veränderlichen Abstands.</text><text transform="translate(34 6089.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm412" x="40" y="6081.7" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm412)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">Klicken</tspan> setzt die Konvergenz/Divergenz zurück, sodass die Windungen wieder konstanten Abstand haben.</text><text transform="translate(34 6115.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm417" x="40" y="6108" width="280" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm417)"><tspan style="font-weight:bold">Umschalt</tspan>+<tspan style="font-weight:bold">Klicken</tspan> verschiebt den inneren Anfasser zum Zentrum.</text><rect id="idm421" x="20" y="6123.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm421)">Die <tspan style="font-style:italic">Abweichung</tspan> einer Spirale ist das Maß der Nichtlinearität ihrer Windungen. 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8.5118-28.163 5.9498-36.654-5.5135-8.6067-11.62-6.0115-28.499 5.5917-37.086 11.752-8.6975 28.82-6.0708 37.499 5.6658 8.7848 11.88 6.1279 29.128-5.7363 37.895-12.002 8.8687-29.422 6.1831-38.274-5.8036-8.9496-12.119-6.2363-29.706 5.8679-38.64 12.232-9.0277 29.979-6.2878 38.991 5.9296 9.1032 12.34 6.3377 30.242-5.9888 39.331" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" sodipodi:argument="-36.75835" sodipodi:cx="-36.343452" sodipodi:cy="37.071815" sodipodi:expansion="0.2" sodipodi:radius="28.251171" sodipodi:revolution="6" sodipodi:t0="0" sodipodi:type="spiral"/><rect id="idm433" x="20" y="6265.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm433)">Die maximale Anzahl an Windungen einer Spirale beträgt 1024.</text><rect id="idm434" x="20" y="6282.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm434)">Ebenso wie das Ellipsenwerkzeug nicht nur Ellipsen, sondern auch Bögen erstellt (Linien mit konstanter Krümmung), kann das Spiralwerkzeug auch zum Zeichnen von Kurven mit sich <tspan style="font-style:italic">stufenlos verändernder Krümmung</tspan> genutzt werden. Verglichen mit einer normalen Bézier-Kurve sind ein Bogen oder eine Spirale oft praktischer, weil Sie ihn durch das Ziehen an einem Anfasser entlang der Kurve kürzer oder länger machen können, ohne dabei die Form zu verändern. 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sodipodi:cy="-56.513443" sodipodi:expansion="13.200652" sodipodi:radius="25.47789" sodipodi:revolution="2.8126345" sodipodi:t0="0.7971282" sodipodi:type="spiral"/><path transform="translate(20 6380.7) matrix(-.3457 .59877 -.59877 -.3457 4234.6 2172)" d="m241.32 6459.8c0.70484-3.0046 4.8734-3.2812 7.2313-2.5958 10.574 3.0736 11.298 17.568 8.3936 26.061-5.8132 16.996-23.616 26.861-40.458 29.582" style="color:#000000;fill:none;stroke-width:1.4463pt;stroke:#000" sodipodi:argument="-16.24534" sodipodi:cx="242.34204" sodipodi:cy="6461.3071" sodipodi:expansion="13.200652" sodipodi:radius="57.635422" sodipodi:revolution="2.9095716" sodipodi:t0="0.7705704" sodipodi:type="spiral"/><rect id="idm440" x="20" y="6492.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm440)">Besonders interessant sind Spiralen mit gestrichelten Linien − sie kombinieren die weiche Form mit regelmäßigen Markierungen, die voneinander immer denselben Abstand haben (Punkte oder Striche), wodurch schöne Moiré-Effekte entstehen:</text><path transform="translate(20 6539.2) matrix(-.17215 .64245 -.64245 -.17215 4253.6 1103.7)" d="m103.2 6518.4c0.36965 0.459-0.43058 0.7245-0.75891 0.6112-0.87059-0.3005-0.88847-1.4597-0.45146-2.1142 0.77579-1.1617 2.4473-1.1256 3.4519-0.3021 1.4666 1.2021 1.3714 3.4426 0.15551 4.7817-1.6141 1.7777-4.4386 1.6205-6.106 0.01-2.0915-2.0198-1.8712-5.4337 0.13398-7.4261 2.422-2.4066 6.4275-2.1227 8.7428 0.2775 2.7221 2.822 2.3744 7.42-0.42059 10.057-3.2204 3.038-8.411 2.6263-11.368-0.5632-3.3538-3.6174-2.8781-9.4007 0.70542-12.677 4.0136-3.6696 10.389-3.1299 13.984 0.8473 3.9852 4.4089 3.3816 11.377-0.98896 15.29-4.8035 4.3007-12.363 3.6331-16.594-1.1304-4.616-5.1975-3.8845-13.348 1.2715-17.896 5.5909-4.9311 14.333-4.1359 19.197 1.4124 5.246 5.9839 4.387 15.316-1.5533 20.497-6.3764 5.5608-16.299 4.638-21.795-1.6939-5.8753-6.7685-4.8888-17.281 1.8344-23.092 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style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm446)">Fazit</text><rect id="idm447" x="20" y="6664.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm447)">Die Formwerkzeuge, die Inkscape zu bieten hat, sind sehr mächtig und vielseitig. Lernen Sie, wie Sie sie am besten einsetzen können und spielen Sie soviel Sie mögen damit herum - es macht sich bezahlt, wenn Sie sie effektiv für Ihre Arbeit benutzen können, da die Verwendung von Formen gegenüber der einfacher Pfade oft schneller zu einem Ergebnis führt und man diese leichter verändern kann. Wenn Sie Ideen zur Verbesserung der Formen haben, kontaktieren Sie bitte die Entwickler.</text><use x="47" y="6770.69336" inkscape:label="icon-credits-authors" xlink:href="#icon-credits-authors"/><rect id="credits-authors" x="70" y="6764.7" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-authors);text-align:left">Bulia Byak; Jonathan Leighton; Colin Marquardt; Nicolas Dufour; Gellért Gyuris</text><use x="47" y="6788.35645" inkscape:label="icon-credits-translators" xlink:href="#icon-credits-translators"/><rect id="credits-translators" x="70" y="6782.4" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-translators);text-align:left">Uwe Schöler — 2006; Stefan von Halenbach — 2006; Colin Marquardt — 2006; Maren Hachmann — 2015; Jonathan Hofinger — 2020</text><use x="47" y="6813.14925" inkscape:label="icon-credits-designer" xlink:href="#icon-credits-designer"/><rect id="credits-designer" x="70" y="6807.1" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-designer);text-align:left">Esteban Capella — 2019</text></g><defs><g id="footer-template" transform="translate(0 6654.7)"><defs><filter id="fe" x="-.0061708" y="-.0058384" width="1.0123" height="1.0117" color-interpolation-filters="sRGB"><feGaussianBlur stdDeviation="1.4349239"/></filter><linearGradient id="fp" x1="112.8" x2="359.44" y1="242.17" y2="-31.919" gradientTransform="matrix(.59867 0 0 .59867 -55.025 -211.88)" gradientUnits="userSpaceOnUse"><stop stop-color="#1ba2b1" stop-opacity=".60455" offset="0"/><stop stop-color="#168997" stop-opacity="0" offset="1"/></linearGradient><filter id="fw" color-interpolation-filters="sRGB"><feFlood 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