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| author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 18:24:48 +0000 |
|---|---|---|
| committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 18:24:48 +0000 |
| commit | cca66b9ec4e494c1d919bff0f71a820d8afab1fa (patch) | |
| tree | 146f39ded1c938019e1ed42d30923c2ac9e86789 /share/tutorials/tutorial-shapes.gl.svg | |
| parent | Initial commit. (diff) | |
| download | inkscape-cca66b9ec4e494c1d919bff0f71a820d8afab1fa.tar.xz inkscape-cca66b9ec4e494c1d919bff0f71a820d8afab1fa.zip | |
Adding upstream version 1.2.2.upstream/1.2.2upstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'share/tutorials/tutorial-shapes.gl.svg')
| -rw-r--r-- | share/tutorials/tutorial-shapes.gl.svg | 3 |
1 files changed, 3 insertions, 0 deletions
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d="m306 1033.4-2-3h-5l-2 3z"/></g><g transform="translate(-.082947 -.72362)"><circle id="hd" transform="matrix(.43572 0 0 .43572 206.83 803.64)" cx="206.59" cy="518.42" r=".92537" color="#000000" fill="#fff" stroke-width=".26488"/><use id="hb" transform="matrix(1.0586 0 0 1.0586 -18.175 -59.249)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hd"/><use id="hm" transform="translate(0 -2.2082)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hb"/><use id="hl" transform="matrix(1.3763 0 0 1.3763 -112.79 -386.94)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hb"/><use id="he" transform="matrix(1.3763 0 0 1.3763 -113.13 -387.87)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hm"/><circle id="hk" transform="matrix(.63484 0 0 .63484 162.59 700.42)" cx="206.59" cy="518.42" r=".92537" color="#000000" fill="#fff" stroke-width=".26488"/><g fill="#fff" 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">Figuras</tspan></tspan></text><rect id="idm39" 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(#idm39)">Este titorial aborda as catro ferramentas de figura: Rectángulo, Elipse, Estrela e Espiral. A continuación mostraremos as capacidades das figuras de Inkscape veremos exemplos de como e cando se poden usar.</text><rect id="idm40" x="40" y="174.4" 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(#idm40)">Use <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Arrows</tspan>, <tspan style="font-weight:bold">mousewheel</tspan>, or <tspan style="font-weight:bold">middle button drag</tspan> to scroll the page down. For basics of object creation, selection, and transformation, see the Basic tutorial in <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Help</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Tutorials</tspan>.</text><rect id="idm49" x="20" y="214.72" 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(#idm49)">Inkscape dispón de catro versátiles <tspan style="font-style:italic">ferramentas de figura</tspan>, cada unha delas capaz de crear e modificar o seu propio tipo de figura. Unha figura é un obxecto que se pode modificar de formas diferentes dependendo do tipo de figura, usando <tspan style="font-style:italic">asas</tspan> que se poden arrastrar e <tspan style="font-style:italic">parámetros</tspan> numéricos que determinan a aparencia da figura.</text><rect id="idm53" x="20" y="264.01" 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(#idm53)">For example, with a star you can alter the number of tips, their length, angle, rounding, etc. — but a star remains a star. A shape is “less free” than a simple path, but it's often more interesting and useful. You can always convert a shape to a path (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">C</tspan>), but the reverse conversion is not possible.</text><rect id="idm58" x="20" y="313.3" 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(#idm58)">As ferramentas de figura son o <tspan style="font-style:italic">Rectángulo</tspan>, a <tspan style="font-style:italic">Elipse</tspan>, a <tspan style="font-style:italic">Estrela</tspan>, e a <tspan style="font-style:italic">Espiral</tspan>. Vexamos primeiro como funcionan en xeral as ferramentas de figura; despois investigaremos cada tipo de ferramenta con detalle.</text><rect id="idm64" x="20" y="355.72" 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(#idm64)">Consellos xerais</text><rect id="idm65" x="20" y="366.6" 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(#idm65)">A new shape is created by <tspan style="font-weight:bold">drag</tspan>ging on canvas with the corresponding tool. Once the shape is created (and so long as it is selected), it displays its handles as white diamond, square or round marks (depending on the tools), so you can immediately edit what you created by dragging these handles.</text><rect id="idm67" x="20" y="415.83" 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(#idm67)">All four kinds of shapes display their handles in all four shape tools as well as in the Node tool (<tspan style="font-weight:bold">F2</tspan>). When you hover your <tspan style="font-weight:bold">mouse</tspan> over a handle, it tells you in the statusbar what this handle will do when dragged or clicked with different modifiers.</text><rect id="idm70" x="20" y="454.5" 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(#idm70)">Ademais cada ferramenta de figura mostra os seus parámetros na <tspan style="font-style:italic">barra de controis da ferramenta</tspan> (que é horizontal e está enriba do lenzo). Normalmente ten uns poucos campo de entrada numéricos e un botón para restablecer as predefinicións. Cando se seleccionan figuras do tipo creado pola ferramenta actual, os valores de edición da barra de controis cambian aos valores das figuras seleccionadas.</text><rect id="idm72" x="20" y="514.43" 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(#idm72)">Calquera cambio que se faga na barra de controis lémbrase e úsase para o seguinte obxecto que debuxe con esa ferramenta. Por exemplo, despois de cambiar o número de puntas dunha estrela, as novas estrelas tamén terán este número de puntas ao debuxalas. É máis, incluso a simple selección dunha figura envía os seus parámetros á barra de controis da ferramenta e polo tanto define os valores das novas figuras deste tipo que se creen.</text><rect id="idm73" x="20" y="574.35" 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)">When in a shape tool, selecting an object can be done by <tspan style="font-weight:bold">click</tspan>ing on it. <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">click</tspan> (select in group) and <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">click</tspan> (select under) also work as they do in Selector tool. <tspan style="font-weight:bold">Esc</tspan> deselects.</text><rect id="idm83" x="20" y="607.7" 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(#idm83)">Rectángulos</text><rect id="idm84" x="20" y="620.26" 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(#idm84)">Un <tspan style="font-style:italic">rectángulo</tspan> é a figura máis simple pero quizais a máis común no deseño e na ilustración. Inkscape intenta facer a creación e modificación de rectángulos todo o simple e útil posible.</text><rect id="idm86" x="20" y="648.26" 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(#idm86)">Cambie á ferramenta Rectángulo premendo <tspan style="font-weight:bold">F4</tspan> ou premendo no seu botón na barra de ferramentas. Debuxe un novo rectángulo a carón deste rectángulo azul:</text><text transform="translate(20 684.29)" 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">debuxe aquí</tspan></text><rect transform="translate(20 684.29)" 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="idm92" x="20" y="751.33" 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)">Agora, sen deixar a ferramenta Rectángulo, cambie a selección dun rectángulo ao outro premendo nel.</text><rect id="idm93" x="20" y="779.31" 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)">Atallos de teclado para debuxar rectángulos:</text><text transform="translate(34 804)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm96" x="40" y="796.6" 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(#idm96)">With <tspan style="font-weight:bold">Ctrl</tspan>, draw a square or an integer-ratio (2:1, 3:1, etc) rectangle.</text><text transform="translate(34 821.27)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm99" x="40" y="813.87" 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(#idm99)">With <tspan style="font-weight:bold">Shift</tspan>, draw around the starting point as center.</text><rect id="idm101" x="20" y="831.23" 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(#idm101)">Como pode ver o rectángulo seleccionado (o cadrado acabado de debuxar sempre está seleccionado) mostra tres asas en tres das súas esquinas. De feito hai catro asas, pero dúas delas (as da esquina superior dereita) sobrepóñense cando o rectángulo non está redondeado. Estas dúas son as <tspan style="font-style:italic">asas de redondeo</tspan>; as outras dúas (a da esquina superior esquerda e a da inferior dereita) son as <tspan style="font-style:italic">asas de redimensionamento</tspan>.</text><rect id="idm104" x="20" y="891.06" 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)">Fixémonos primeiro nas asas de redondeo. Seleccione unha e arrástrea cara abaixo. As catro esquinas do rectángulo redondeanse, e pode ver outra asa de redondeo — permanece na súa posición orixinal na esquina. Se desexa obter esquinas redondeadas circulares, isto é todo o que ten que facer. Se desexa obter esquinas máis redondeadas cara un lado que cara o outro pode mover esoutra asa cara a esquerda.</text><rect id="idm105" x="20" y="950.89" 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(#idm105)">Aquí debaixo os dous primeiros rectángulos teñen esquinas redondeadas circulares, e os outros dous teñen esquinas redondeadas elípticas:</text><text transform="translate(20 986.79)" 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">Esquinas redondeadas elípticas</tspan></text><text transform="translate(20 986.79)" 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">Esquinas redondeadas circulares</tspan></text><rect transform="translate(20 986.79)" 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(20 986.79)" 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(20 986.79)" 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(20 986.79)" 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="idm110" x="20" y="1043.7" 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(#idm110)">Seguindo ca ferramenta Rectángulo, prema agora nestes rectángulos para seleccionar e observar as súas asas de redondeo.</text><rect id="idm111" x="20" y="1070" 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(#idm111)">A miúdo o raio e a forma das esquinas redondeadas debe ser constante en toda a composición, incluso se os tamaños dos rectángulos son diferentes (pense en diagramas con caixas redondeadas de diferentes tamaños). Inkscape fai que isto sexa fácil. Cambie á ferramenta Selector; na súa barra de controis de ferramenta hai un grupo de catro botóns, o segundo empezando pola esquerda mostra dúas esquinas redondeadas concéntricas. Así é como se controla se as esquinas redondeadas se escalan ou non cando se escalan os rectángulos.</text><rect id="idm112" x="20" y="1151.2" 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(#idm112)">For example, here the original red rectangle is duplicated and scaled several times, up and down, to different proportions, with the “<tspan style="font-family:Liberation Sans,Arial,sans-serif">Scale rounded corners</tspan>” button <tspan style="font-style:italic">off</tspan>:</text><text transform="translate(20 1187.2)" 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">Redimensión de rectángulos redondeados</tspan><tspan x="37.091438" y="153.54851" style="font-size:6px;line-height:1.4" sodipodi:role="line">con "Escalar as esquinas redondeadas dos rectángulos" desactivado</tspan></text><rect transform="translate(20 1187.2)" 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 1187.2)" 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 1187.2)" 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 1187.2)" 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 1187.2)" 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 1187.2)" 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 1187.2)" 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 1187.2)" 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="idm119" x="20" y="1354.1" 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(#idm119)">Pode comprobar que o tamaño e a forma das esquinas redondeadas é a mesma en todos os rectángulos, de forma que os redondeos se aliñan de forma exacta na esquina superior dereita onde todos os rectángulos se reúnen. Todos os rectángulos azuis punteados obtéñense a partir do rectángulo vermello orixinal escalando no Selector, sen ningún axuste manual das asas de redondeo.</text><rect id="idm120" x="20" y="1412.4" 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(#idm120)">For a comparison, here is the same composition but now created with the “<tspan style="font-family:Liberation Sans,Arial,sans-serif">Scale rounded corners</tspan>” button <tspan style="font-style:italic">on</tspan>:</text><text transform="translate(20 1447)" 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">Redimensión de rectángulos redondeados</tspan><tspan x="37.091438" y="153.54752" style="font-size:6px;line-height:1.4" sodipodi:role="line">con "Escalar as esquinas redondeadas dos rectángulos" activado</tspan></text><rect transform="translate(20 1447)" 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 1447)" 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 1447)" 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 1447)" 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 1447)" 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 1447)" 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 1447)" 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 1447)" 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="idm127" x="20" y="1613.9" 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(#idm127)">Now the rounded corners are as different as the rectangles they belong to, and there isn't a slightest agreement in the top right corner (zoom in to see). This is the same (visible) result as you would get by converting the original rectangle to a path (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">C</tspan>) and scaling it as path.</text><rect id="idm132" x="20" y="1663.2" 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(#idm132)">Aquí ten os atallos para as asas de redondeo dun rectángulo:</text><text transform="translate(34 1687.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm135" x="40" y="1680.5" 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(#idm135)"><tspan style="font-weight:bold">Drag</tspan> with <tspan style="font-weight:bold">Ctrl</tspan> to make the other radius the same (circular rounding).</text><text transform="translate(34 1705.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm139" x="40" y="1697.8" 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(#idm139)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">click</tspan> to make the other radius the same without dragging.</text><text transform="translate(34 1722.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm144" x="40" y="1715.1" 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(#idm144)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">click</tspan> to remove rounding.</text><rect id="idm148" x="20" y="1732.4" 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(#idm148)">You may have noticed that the Rectangle tool's Controls bar shows the horizontal (<tspan style="font-style:italic">Rx</tspan>) and vertical (<tspan style="font-style:italic">Ry</tspan>) rounding radii for the selected rectangle and lets you set them precisely using any length units. The <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Not rounded</tspan> button does what is says — removes rounding from the selected rectangle(s).</text><rect id="idm152" x="20" y="1781.7" 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(#idm152)">An important advantage of these controls is that they can affect many rectangles at once. For example, if you want to change all rectangles in the layer, just do <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">A</tspan> (<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Select All</tspan>) and set the parameters you need in the Controls bar. If any non-rectangles are selected, they will be ignored — only rectangles will be changed.</text><rect id="idm157" x="20" y="1831.2" 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(#idm157)">Vexamos agora asas de redimensionamento dun rectángulo. Poderíase estar preguntando para que as necesitamos, se se pode redimensionar perfectamente ben o rectángulo usando o Selector.</text><rect id="idm158" x="20" y="1868.1" 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(#idm158)">O problema que ten o Selector é que a súa noción de horizontal e vertical sempre é a da páxina do documento. En cambio as asas de redimensionamento dun rectángulo escálano <tspan style="font-style:italic">ao longo dos lados do rectángulo</tspan>, incluso cando se rota ou inclina o rectángulo. Por exemplo, probe a redimensionar primeiro este rectángulo co Selector e despois cas súas asas de redimensionamento usando a ferramenta Rectángulo:</text><rect transform="translate(20 1936) 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="idm164" x="20" y="1996.4" 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(#idm164)">Xa que hai dúas asas de redimensionamento poderá redimensionar o rectángulo en calquera dirección ou incluso movelo ao longo dos seus lados. As asas de redimensionamento sempre conservan o raio de redondeo.</text><rect id="idm165" x="20" y="2033.3" 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(#idm165)">Aquí ten os atallos para asas de redimensionamento:</text><text transform="translate(34 2058)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm168" x="40" y="2050.6" 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(#idm168)"><tspan style="font-weight:bold">Drag</tspan> with <tspan style="font-weight:bold">Ctrl</tspan> to snap to the sides or the diagonal of the rectangle. In other words, <tspan style="font-weight:bold">Ctrl</tspan> preserves either width, or height, or the width/height ratio of the rectangle (again, in its own coordinate system which may be rotated or skewed).</text><rect id="idm172" x="20" y="2089.3" 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(#idm172)">Here is the same rectangle, with the gray dotted lines showing the directions to which the resize handles stick when dragged with <tspan style="font-weight:bold">Ctrl</tspan> (try it):</text><g transform="translate(20 -44.282)"><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, 1.70282;stroke-width:1.7028;stroke:#cfcfcf" inkscape:connector-curvature="0"/><path d="m79.483 2277.2 91.851-95.534" style="fill:none;stroke-dasharray:1.70282, 1.70282;stroke-width:1.7028;stroke:#cfcfcf" inkscape:connector-curvature="0"/><path d="m54.316 2219.7 193.81 62.164" style="fill:none;stroke-dasharray:1.70282, 1.70282;stroke-width:1.7028;stroke:#cfcfcf" inkscape:connector-curvature="0"/><path d="m77.695 2188.1 193.81 62.164" style="fill:none;stroke-dasharray:1.70282, 1.70282;stroke-width:1.7028;stroke:#cfcfcf" inkscape:connector-curvature="0"/></g><rect transform="translate(20 2125.2) matrix(.69601 -.71803 -.95272 -.30385 0 0)" x="-35.379" y="-211.02" width="41.625" height="64.103" rx="5.825" ry="3.8355" style="color:#000000;fill-opacity:.99666;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><text transform="translate(20 2125.2)" x="78.675034" y="126.24259" 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" xml:space="preserve"><tspan x="78.675034" y="126.24259" sodipodi:role="line">Snapping of rectangle </tspan><tspan x="78.675034" y="133.7426" sodipodi:role="line">- resize handles with Ctrl</tspan></text><rect id="idm178" x="20" y="2270.7" 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)">Inclinando e rotando un rectángulo, e duplicándoo e redimensionándoo usando as súas asas de redimensionamento pódense crear composicións en 3D de forma sinxela:</text><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="250.79" y="190.56" width="18.786" height="14.448" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="191.48" y="105.21" width="17.586" height="41.475" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.99472 .10266 0 1 0 0)" x="132.29" y="48.988" width="57.99" height="15.283" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.376;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.9948 .10183 -.91351 .40681 0 0)" x="54.733" y="19.414" width="32.88" height="18.241" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.375;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="61.764" y="53.566" width="18.205" height="30.551" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.375;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.99472 .10266 0 1 0 0)" x="16.075" y="23.226" width="32.942" height="30.543" 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x="210.28" y="5.1003" width="11.664" height="34.392" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.376;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="242.25" y="127.05" width="17.911" height="49.333" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.9948 .10183 -.91351 .40681 0 0)" x="269.52" y="98.112" width="25.707" height="23.517" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.53154;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.99472 .10266 0 1 0 0)" x="157.59" y="60.924" width="25.67" height="45.515" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.376;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.9948 .10183 -.91351 .40681 0 0)" x="219.64" y="-21.768" width="11.598" height="31.882" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.53154;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="199.96" y="161.72" width="23.587" height="45.788" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.3926;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.99472 .10266 0 1 0 0)" x="149.72" y="8.9577" width="25.67" height="30.543" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.376;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" x="251.87" y="190.48" width="9.7845" height="30.657" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.9948 .10183 -.91351 .40681 0 0)" x="166.25" y="-.72414" width="25.212" height="18.241" style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.53154;stroke:#fff"/><rect transform="translate(20 2306.6) matrix(.91237 -.40937 0 1 0 0)" 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 2306.6)" 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 rectángulos orixinais</tspan></text><text transform="translate(20 2306.6)" 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">Several rectangles copied and resized by handles</tspan><tspan x="196.02606" y="12.058594" sodipodi:role="line">(mostly with Ctrl)</tspan></text><rect id="idm183" x="20" y="2444.4" 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(#idm183)">Aquí ten algúns exemplos máis de composicións de rectángulos, incluíndo redondeos e recheos con degradados:</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" xlink:href="#shapes-f08.svglinearGradient2343"/><linearGradient id="shapes-f08.svglinearGradient4150" x1="3063.7" x2="3164.1" y1="2983.1" y2="2983.1" 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style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4156);stroke-width:.97176;stroke:#000"/><rect transform="translate(20 2480.3) 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 2480.3) 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 2480.3) 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="idm189" x="20" y="2611.6" 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(#idm189)">Elipses</text><rect id="idm190" x="20" y="2624.1" 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(#idm190)">A ferramenta Elipse (<tspan style="font-weight:bold">F5</tspan>) pode crear elipses e círculos, que se poden converter en sectores ou arcos. Os atallos de debuxo son os mesmos que os da ferramenta Rectángulo:</text><text transform="translate(34 2659.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm194" x="40" y="2652.1" 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(#idm194)">With <tspan style="font-weight:bold">Ctrl</tspan>, draw a circle or an integer-ratio (2:1, 3:1, etc.) ellipse.</text><text transform="translate(34 2676.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm197" x="40" y="2669.4" 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(#idm197)">With <tspan style="font-weight:bold">Shift</tspan>, draw around the starting point as center.</text><rect id="idm199" x="20" y="2686.8" 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(#idm199)">Investiguemos as asas dunha elipse. Seleccione esta elipse:</text><ellipse transform="translate(20 2712)" 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="idm204" x="20" y="2785.8" 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(#idm204)">Once again, you see three handles initially, but in fact they are four. The rightmost handle is two overlapping handles that let you “open” the ellipse. <tspan style="font-weight:bold">Drag</tspan> that rightmost handle, then drag the other handle which becomes visible under it, to get a variety of pie-chart segments or arcs:</text><path transform="translate(20 2841.5)" 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 2841.5)" 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 2841.5)" 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 2841.5)" 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 2841.5)" 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 2841.5)" 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 2841.5)" 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="idm210" x="20" y="2889.8" 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(#idm210)">Para obter un <tspan style="font-style:italic">sector</tspan> (un arco e dous raios), arrastre <tspan style="font-style:italic">fóra</tspan> da elipse; para obter un <tspan style="font-style:italic">arco</tspan> arrastre <tspan style="font-style:italic">dentro</tspan> da elipse. Arriba hai 4 sectores á esquerda e 3 arcos á dereita. Teña en conta que os arcos son figuras sen pechar, é dicir, o seu trazo só segue a elipse pero non conecta os extremos do arco. Pode facer que isto sexa máis evidente ao eliminar o recheo e deixar só o trazo:</text><g transform="translate(15.949 -247.78)"><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 Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="30.19973" y="2289.2708" dx="0 -0.23659326" dy="0 0" style="font-size:8.4px;line-height:1.2" sodipodi:role="line">15</tspan></text><circle transform="matrix(.88208 0 0 .88208 4.5191 381.48)" cx="40.483" cy="3238" r=".89163" style="color:#000000;fill:none;stroke-width:.48604;stroke:#d3d3d3"/></g><text transform="translate(20 2956.1)" x="57.387905" 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">Sectores</tspan></text><text transform="translate(20 2956.1)" x="220.38005" 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">Arcos</tspan></text><path transform="translate(20 2956.1)" 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 2956.1)" 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 transform="translate(20 2956.1)" d="m70.009 123.7a30.71 58.56 0 0 1-9.4975-56.697 30.71 58.56 0 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sodipodi:end="3.9269908" sodipodi:open="true" sodipodi:rx="59.578407" sodipodi:ry="58.560177" sodipodi:start="2.2993372" sodipodi:type="arc"/><path transform="translate(20 2956.1)" d="m192.21 123.7a59.578 58.56 0 0 1-19.6-49.685 59.578 58.56 0 0 1 29.477-44.724" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="231.87538" sodipodi:cy="80.004387" sodipodi:end="4.1887902" sodipodi:open="true" sodipodi:rx="59.578407" sodipodi:ry="58.560177" sodipodi:start="2.2993372" sodipodi:type="arc"/><path transform="translate(20 2956.1)" d="m221.79 123.7a15.141 58.56 0 0 1-4.9811-49.685 15.141 58.56 0 0 1 7.4912-44.724" style="color:#000000;fill:none;stroke-width:.75;stroke:#000" sodipodi:arc-type="arc" sodipodi:cx="231.87538" sodipodi:cy="80.004387" sodipodi:end="4.1887902" sodipodi:open="true" sodipodi:rx="15.141271" sodipodi:ry="58.560177" sodipodi:start="2.2993372" sodipodi:type="arc"/><path transform="translate(20 2956.1)" 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 2956.1)" 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="idm219" x="20" y="3091.5" 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(#idm219)">Note the fan-like group of narrow segments on the left. It was easy to create using <tspan style="font-style:italic">angle snapping</tspan> of the handle with <tspan style="font-weight:bold">Ctrl</tspan>. Here are the arc/segment handle shortcuts:</text><text transform="translate(34 3126.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm224" x="40" y="3119.5" 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(#idm224)">With <tspan style="font-weight:bold">Ctrl</tspan>, snap the handle every 15 degrees when dragging.</text><text transform="translate(34 3144.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm227" x="40" y="3136.8" 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(#idm227)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">click</tspan> to make the ellipse whole (not arc or segment).</text><rect id="idm231" x="20" y="3154.1" 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(#idm231)">The snap angle can be changed in Inkscape Preferences (in <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Behavior</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Steps</tspan>).</text><rect id="idm235" x="20" y="3171.7" 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(#idm235)">As outras dúas asas da elipse úsanse para redimensionala arredor do seu centro. Os seus atallos son semellantes aos das asas de redondeo dun rectángulo:</text><text transform="translate(34 3207)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm238" x="40" y="3199.6" 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(#idm238)"><tspan style="font-weight:bold">Drag</tspan> with <tspan style="font-weight:bold">Ctrl</tspan> to make a circle (make the other radius the same).</text><text transform="translate(34 3224.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm242" x="40" y="3216.9" 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(#idm242)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">click</tspan> to make a circle without dragging.</text><rect id="idm246" x="20" y="3234.2" 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(#idm246)">E o mesmo que cas asas de redimensionamento do rectángulo, estas asas da elipse axusta a altura e a largura da elipse nas <tspan style="font-style:italic">propias coordenadas da elipse</tspan>. Isto significa que unha elipse rotada ou inclinada pode estirarse ou comprimirse facilmente ao longo dos seus eixes orixinais mentres permanece rotada ou inclinada. Probe a redimensionar calquera destas elipses usando as súas asas de redimensionamento:</text><ellipse transform="translate(20 3302) 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 3302) 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 3302) 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 3302) 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 3302) 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 3302) 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="idm253" x="20" y="3388.6" 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(#idm253)">Estrelas</text><rect id="idm254" x="20" y="3399.5" 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(#idm254)">As estrelas son a figura máis complexa e máis emocionante de Inkscape. Se desexa deixar parvos aos seus amigos con Inkscape déixelles xogar ca ferramenta Estrela. O gozo nunca acaba — e é claramente adictivo!</text><rect id="idm255" x="20" y="3436.5" 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(#idm255)">A ferramenta Estrela pode crear dous tipos de obxectos semellantes pero distintos: estrelas e polígonos. Unha estrela ten dúas asas que definen a lonxitude e a forma das súas puntas; un polígono só ten unha asa que simplemente rota e redimensiona o polígono ao arrastrala:</text><g transform="translate(30.258 3483.2)"><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">Estrela</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">Polígono</tspan></text></g><rect id="idm260" x="20" y="3559.6" 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(#idm260)">In the Controls bar of the Star tool, the first two buttons control how the shape is drawn (regular polygon or star). Next, a numeric field sets the <tspan style="font-style:italic">number of vertices</tspan> of a star or polygon. This parameter is only editable via the Controls bar. The allowed range is from 3 (obviously) to 1024, but you shouldn't try large numbers (say, over 200) if your computer is slow.</text><rect id="idm262" x="20" y="3617.9" 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(#idm262)">Ao debuxar unha nova estrela ou polígono,</text><text transform="translate(34 3642.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm265" x="40" y="3635.2" 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(#idm265)"><tspan style="font-weight:bold">Drag</tspan> with <tspan style="font-weight:bold">Ctrl</tspan> to snap the angle to 15 degree increments.</text><rect id="idm268" x="20" y="3652.5" 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(#idm268)">Naturalmente unha estrela é unha figura moito máis interesante (aínda que os polígonos son a miúdo moitos máis útiles na práctica). As dúas asas dunha estrela teñen funcións lixeiramente diferentes. A primeira asa (que inicialmente está nun vértice, é dicir nunha esquina <tspan style="font-style:italic">convexa</tspan> da estrela) fai que os raios da estrela se alonguen ou se acurten, pero cando se rota a asa (en relación ao centro da figura), a outra asa tamén rota. Isto quere dicir que non pode inclinar os raios dunha estrela usando esta asa.</text><rect id="idm270" x="20" y="3721.4" 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(#idm270)">A outra asa (que inicialmente está nunha esquina <tspan style="font-style:italic">cóncava</tspan> entre dous vértices) en cambio pode moverse libremente tanto radialmente como tanxencialmente, sen afectarlle á asa do vértice. (De feito esta asa pode converterse nun vértice ao movela máis lonxe do centro que a outra asa). 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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="idm276" x="20" y="3951" 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(#idm276)">Se só desexa obter unha estrela normal e simple sen eses reviraganchos, pode facer que a asa de inclinación se comporte como unha asa que non incline:</text><text transform="translate(34 3986.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm279" x="40" y="3978.9" 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(#idm279)"><tspan style="font-weight:bold">Drag</tspan> with <tspan style="font-weight:bold">Ctrl</tspan> to keep the star rays strictly radial (no skew).</text><text transform="translate(34 4003.7)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm283" x="40" y="3996.3" 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(#idm283)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">click</tspan> to remove the skew without dragging.</text><rect id="idm287" x="20" y="4013.5" 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(#idm287)">As a useful complement for the on-canvas handle dragging, the Controls bar has the <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Spoke ratio</tspan> field which defines the ratio of the two handles' distances to the center.</text><rect id="idm289" x="20" y="4040.2" 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(#idm289)">As estrelas de Inkscape agochan máis trucos. En xeometría un polígono é unha figura con lados rectos e esquinas puntiagudas. En troques, no mundo real normalmente existen diferentes niveis de curvatura e redondez — e Inkscape tamén pode facer iso. Aínda así, redondear unha estrela ou polígono é un pouco diferente a redondear un rectángulo. Non hai unha asa dedicada para isto, pero</text><text transform="translate(34 4107.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm292" x="40" y="4100.1" 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(#idm292)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">drag</tspan> a handle tangentially to round the star or polygon.</text><text transform="translate(34 4124.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm297" x="40" y="4117.5" 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(#idm297)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">click</tspan> a handle to remove rounding.</text><rect id="idm301" x="20" y="4134.9" 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(#idm301)">«Tanxencialmente» significa nunha dirección perpendicular á dirección cara ao centro. Se «rota» unha asa no sentido contrario ás agullas do reloxo usando Maiús arredor do centro obterá unha redondez positiva; se rota no sentido das agullas do reloxo obterá unha redondez negativa. (Mire abaixo para ver exemplos de redondez negativa).</text><rect id="idm302" x="20" y="4184.1" 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(#idm302)">Aquí ten unha comparación dun cadrado redondeado (ferramenta Rectángulo) cun polígono de 4 lados redondeado (ferramenta Estrela):</text><g transform="translate(18.72 4220.1)"><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">Rounded</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">Rounded</tspan><tspan x="99.512451" y="54.417397" sodipodi:role="line">rectangle</tspan></text></g><rect id="idm307" x="20" y="4322.9" 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(#idm307)">Como pode ver, mentres un rectángulo redondeado ten segmentos de recta nos seus lados e esquinas redondeadas circulares (normalmente elípticas) un polígono ou estrela redondeado non ten ningunha liña recta; a súa curvatura varía lixeiramente desde o máximo (nas esquinas) ata o mínimo (a medio camiño entre as esquinas). Inkscape fai isto simplemente engadindo tanxentes de Bézier colineares a cada nodo da figura (pode velas se converte a figura nun camiño e o examina ca ferramenta Nodo).</text><rect id="idm308" x="20" y="4393.4" 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(#idm308)">The <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Rounded</tspan> parameter which you can adjust in the Controls bar is the ratio of the length of these tangents to the length of the polygon/star sides to which they are adjacent. This parameter can be negative, which reverses the direction of tangents. The values of about 0.2 to 0.4 give “normal” rounding of the kind you would expect; other values tend to produce beautiful, intricate, and totally unpredictable patterns. A star with a large roundedness value may reach far beyond the positions of its handles. Here are a few examples, each indicating its roundedness value:</text><path transform="translate(20 4481.1) matrix(.30797 -.032335 -.032335 -.30797 -41.542 272.35)" d="m281.19 558.07c-19.304 85.992 57.404-43.443-8.7588 14.779s71.976-1.405-15.773 6.8085c-87.749 8.2135 59.056 41.17-16.763-3.763-75.818-44.933 23.578 68.019-11.349-12.897-34.927-80.916-20.905 68.887-1.6011-17.105 19.304-85.992-57.404 43.443 8.7588-14.779 66.163-58.222-71.976 1.405 15.773-6.8085 87.749-8.2135-59.056-41.17 16.763 3.763 75.818 44.933-23.578-68.019 11.349 12.897 34.927 80.916 20.905-68.887 1.6011 17.105z" style="fill:none;stroke-opacity:.13115;stroke-width:3.375;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="5.13" sodipodi:arg1="0.22082877" sodipodi:arg2="0.8491473" sodipodi:cx="254.06618" sodipodi:cy="551.97913" sodipodi:r1="27.797562" sodipodi:r2="27.797562" sodipodi:sides="5" sodipodi:type="star"/><path transform="translate(20 4481.1) scale(1 -1)" 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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-gl.svgpath2693"/><path id="shapes-f17-gl.svgpath2693" transform="translate(20 4677.7)" 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 4677.7)" 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">Estrela orixinal</tspan></text><text transform="translate(20 4677.7)" 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">Linked offset, inset</tspan></text><text transform="translate(20 4677.7)" 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">Linked offset, outset</tspan></text><rect id="idm323" x="20" y="4787.6" 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(#idm323)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">drag</tspan>ging star handles in Inkscape is one of the finest pursuits known to man. But it can get better still.</text><rect id="idm327" x="20" y="4815.7" 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(#idm327)">To closer imitate real world shapes, Inkscape can <tspan style="font-style:italic">randomize</tspan> (i.e. randomly distort) its stars and polygons. Slight randomization makes a star less regular, more humane, often funny; strong randomization is an exciting way to obtain a variety of crazily unpredictable shapes. A rounded star remains smoothly rounded when randomized. Here are the shortcuts:</text><text transform="translate(34 4872.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm331" x="40" y="4864.9" 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(#idm331)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">drag</tspan> a handle tangentially to randomize the star or polygon.</text><text transform="translate(34 4889.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm336" x="40" y="4882.2" 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(#idm336)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">click</tspan> a handle to remove randomization.</text><rect id="idm340" x="20" y="4897.9" 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(#idm340)">As you draw or handle-drag-edit a randomized star, it will “tremble” because each unique position of its handles corresponds to its own unique randomization. So, moving a handle without Alt re-randomizes the shape at the same randomization level, while Alt-dragging it keeps the same randomization but adjusts its level. Here are stars whose parameters are exactly the same, but each one is re-randomized by very slightly moving its handle (randomization level is 0.1 throughout): </text><path transform="translate(20.747 280.59)" 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" sodipodi:arg1="0.5059504" sodipodi:arg2="0.98389742" sodipodi:cx="28.926914" sodipodi:cy="4723.0049" sodipodi:r1="26.033934" sodipodi:r2="13.016966" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(80.787 280.59)" d="m54.981 4728.4c-0.98106 3.217-14.81-0.063-16.811 2.5797-1.9244 2.5424 4.7037 10.947 2.0797 12.518-2.7274 1.6332-6.3559-5.9668-9.7008-5.7371-3.2181 0.221-10.322 7.7667-13.284 6.9199-3.0789-0.88 4.7336-9.3235 2.8693-12.092-1.7937-2.6638-13.286-0.012-14.273-2.973-1.0258-3.0776 8.7752-6.0303 9.5188-9.3353 0.71544-3.1798-8.3228-9.8768-6.3087-12.302 2.0934-2.5208 10.473 4.3437 13.315 2.5955 2.734-1.682 3.7062-14.814 6.87-14.803 3.2885 0.011 0.54914 17.19 3.7251 17.971 3.0556 0.7513 14.157-11.001 15.924-8.445 1.8371 2.6571-9.2451 13.466-8.3468 16.76 0.86429 3.1699 15.367 3.2485 14.423 6.3435z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" sodipodi:arg1="0.16874813" sodipodi:arg2="0.64669515" sodipodi:cx="28.926914" sodipodi:cy="4723.0049" sodipodi:r1="24.975779" sodipodi:r2="12.867882" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(140.83 280.59)" d="m52.391 4738.4c-1.6698 3.0151-13.282-7.4782-16.028-5.6143-2.649 1.7976-0.86361 17.743-4.0031 17.888-3.2553 0.1497-2.5749-12.013-5.9559-13.19-3.2608-1.1351-14.777 6.4465-17.295 4.5531-2.6118-1.9632 7.9554-13.134 6.41-16.128-1.4905-2.8879-14.539-2.1979-14.634-5.489-0.098892-3.4124 15.238 0.055 17.443-2.6425 2.1263-2.6011-5.4766-14.427-2.52-15.702 3.0656-1.3213 6.2602 6.2503 9.4967 6.0002 3.1214-0.2412 6.2222-12.359 9.3778-11.553 3.272 0.8362 2.0281 16.248 4.6179 18.556 2.4976 2.2264 14.237-5.2851 15.746-2.3349 1.5644 3.0591-13.438 10.222-13.574 13.76-0.13163 3.4125 12.531 8.9876 10.92 11.896z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" 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(200.87 280.59)" 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(260.91 280.59)" 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="idm345" x="20" y="5043.5" 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(#idm345)">And here is the middle star from the previous row, with the randomization level varying from -0.2 to 0.2: </text><text transform="translate(20 5077.8)" 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 5077.8)" 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" sodipodi:role="line">+0.1</tspan></text><text transform="translate(20 5077.8)" x="141.22896" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="141.22896" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">0</tspan></text><text transform="translate(20 5077.8)" x="72.826973" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="72.826973" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">−0.1</tspan></text><text transform="translate(20 5077.8)" x="16.134069" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="16.134069" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">−0.2</tspan></text><path transform="translate(200 391.31)" d="m52.391 4738.4c-1.6698 3.0151-13.282-7.4782-16.028-5.6143-2.649 1.7976-0.86361 17.743-4.0031 17.888-3.2553 0.1497-2.5749-12.013-5.9559-13.19-3.2608-1.1351-14.777 6.4465-17.295 4.5531-2.6118-1.9632 7.9554-13.134 6.41-16.128-1.4905-2.8879-14.539-2.1979-14.634-5.489-0.098892-3.4124 15.238 0.055 17.443-2.6425 2.1263-2.6011-5.4766-14.427-2.52-15.702 3.0656-1.3213 6.2602 6.2503 9.4967 6.0002 3.1214-0.2412 6.2222-12.359 9.3778-11.553 3.272 0.8362 2.0281 16.248 4.6179 18.556 2.4976 2.2264 14.237-5.2851 15.746-2.3349 1.5644 3.0591-13.438 10.222-13.574 13.76-0.13163 3.4125 12.531 8.9876 10.92 11.896z" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" inkscape:flatsided="false" inkscape:randomized="0.1" inkscape:rounded="0.22" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" 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(20 5077.8)" d="m167.3 49.695c-1.8364 2.8807-12.512-4.1447-15.363-2.2621-2.7494 1.8156-0.0484 14.255-3.3248 14.603-3.3972 0.36032-4.5608-12.367-7.8101-13.422-3.1338-1.0176-11.175 8.8502-13.49 6.5052-2.3999-2.4314 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inkscape:rounded="0.4" sodipodi:arg1="0.32910642" sodipodi:arg2="0.77790537" sodipodi:cx="-6.2346616" sodipodi:cy="10.449848" sodipodi:r1="13.82637" sodipodi:r2="7.9316006" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(20 5227.3) matrix(.9375 0 0 .9375 161.27 90.961)" d="m-2.0772 11.911c-0.31867 1.94 3.1277 2.2745 1.8426 3.8315s-4.115-2.0037-5.936-1.245 0.93551 4.5191-1.0718 4.4922c-2.0073-0.02688 0.93611-4.3105-0.80738-5.5017-1.7435-1.1912-3.0455 3.6828-3.8641 1.6307s2.2055-2.0647 1.8843-4.1994c-0.32116-2.1347-3.8887-0.22801-3.3619-2.3396 0.52679-2.1116 3.3935 0.69879 5.0354-0.48164s-2.8928-4.444-0.91986-5.2841c1.973-0.84011 1.0145 5.2884 3.1364 5.3948 2.1219 0.10639 2.8011-4.9676 4.5781-4.0556 1.777 0.91206-3.6333 1.7285-2.7849 3.7339 0.84846 2.0054 5.9769-0.12464 5.8202 2.0387-0.15672 2.1633-3.2325 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="idm360" x="20" y="5362.4" 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(#idm360)">Espirais</text><rect id="idm361" x="20" y="5374.8" 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(#idm361)">A espiral de Inkscape é unha figura versátil, e aínda que non é tan complicada como a estrela a veces é moi útil. Unha espiral, ao igual que unha estrela, debúxase desde o centro; ao debuxar e tamén ao editar,</text><text transform="translate(34 5420.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm364" x="40" y="5413" 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(#idm364)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">drag</tspan> to snap angle to 15 degree increments.</text><rect id="idm368" x="20" y="5430.3" 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)">Unha vez debuxada, unha espiral ten dúas asas nos seus extremos interior e exterior. As dúas asas ao arrastralas, enrolan ou desenrolan a espiral (é dicir «continuan» a espiral, cambiando o número de revolucións). Outros atallos son:</text><rect id="idm369" x="20" y="5468.8" 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(#idm369)">Asa exterior:</text><text transform="translate(34 5491.7)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm372" x="40" y="5484.3" 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(#idm372)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">drag</tspan> to scale/rotate around center (no rolling/unrolling).</text><text transform="translate(34 5509.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm377" x="40" y="5501.7" 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(#idm377)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">drag</tspan> to lock radius while rolling/unrolling.</text><rect id="idm381" x="20" y="5519" 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(#idm381)">Asa interior:</text><text transform="translate(34 5541.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm384" x="40" y="5534.4" 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(#idm384)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">drag</tspan> vertically to converge/diverge.</text><text transform="translate(34 5559.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm389" x="40" y="5551.7" 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(#idm389)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">click</tspan> to reset divergence.</text><text transform="translate(34 5576.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm394" x="40" y="5569" 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(#idm394)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">click</tspan> to move the inner handle to the center.</text><rect id="idm398" x="20" y="5584.7" 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(#idm398)">The <tspan style="font-style:italic">divergence</tspan> of a spiral is the measure of nonlinearity of its winds. When it is equal to 1, the spiral is uniform; when it is less than 1 (<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">drag</tspan> upwards), the spiral is denser on the periphery; when it is greater than 1 (<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">drag</tspan> downwards), the spiral is denser towards the center:</text><text transform="translate(20 5640.5)" x="32.67231" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="32.67231" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">0.2</tspan></text><text transform="translate(20 5640.5)" x="92.364853" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="92.364853" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">0.5</tspan></text><text transform="translate(20 5640.5)" x="272.38589" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="272.38589" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">6</tspan></text><text transform="translate(20 5640.5)" x="214.92252" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="214.92252" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">2</tspan></text><text transform="translate(20 5640.5)" x="154.44792" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan x="154.44792" y="6" style="font-size:6px;line-height:1.1" sodipodi:role="line">1</tspan></text><path transform="translate(20 5640.5) scale(-1 1)" d="m-156.82 36.121c0.41727 0.57226-0.56552 0.84481-0.95113 0.69354-1.045-0.40994-1.0018-1.8239-0.43594-2.5958 1.0122-1.3808 3.0572-1.2408 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2.0905-21.192 7.0635-5.9574 17.834-4.5625 23.669 2.4084 6.5854 7.8671 5.0202 19.826-2.7477 26.284-8.7139 7.245-21.923 5.4996-29.036-3.1085-7.9359-9.6038-6.0008-24.125 3.4908-31.925 10.537-8.6584 26.434-6.5236 34.951 3.8945 9.4124 11.513 7.0682 28.848-4.3197 38.114" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" sodipodi:argument="-36.75835" sodipodi:cx="-217.05225" sodipodi:cy="34.693817" sodipodi:expansion="2" sodipodi:radius="28.251171" sodipodi:revolution="6" sodipodi:t0="0" sodipodi:type="spiral"/><path transform="translate(20 5640.5) scale(-1 1)" d="m-277.29 29.463c-1e-5 2e-6 -1e-5 -6e-6 -1e-5 -7e-6 0-4.3e-5 7e-5 -5.7e-5 9e-5 -5.6e-5 2.6e-4 9e-6 3.1e-4 3.7e-4 2.7e-4 5.53e-4 -1.7e-4 9.61e-4 -1e-3 0.0011-2e-3 8.71e-4 -3e-3 -8.42e-4 -3e-3 -0.0046-2e-3 -0.0069 3e-3 -0.0071 0.0122-0.0075 0.0181-0.0047 0.0155 0.0073 0.0159 0.0283 9e-3 0.04156-0.0167 0.03097-0.0593 0.03114-0.0863 0.01497-0.0575-0.03443-0.0567-0.11483-0.0236-0.16574 0.0654-0.10069 0.20849-0.09745 0.29871-0.03485 0.16791 0.1165 0.1599 0.35897 0.0485 0.51097-0.19708 0.26884-0.59116 0.25228-0.83663 0.06374-0.41576-0.31934-0.38497-0.9374-0.0793-1.3198 0.4989-0.62405 1.4388-0.57081 2.0164-0.09271 0.91266 0.75542 0.82547 2.1468 0.10067 2.9961-1.1132 1.3046-3.1245 1.1678-4.3445 0.09832-1.8275-1.602-1.6202-4.4489-0.0792-6.1651 2.2575-2.5142 6.2121-2.2092 8.582-0.0349 3.4033 3.1224 2.9657 8.5236-0.0453 11.742-4.2468 4.54-11.512 3.9256-15.819-0.17464-5.9764-5.6898-5.1302-15.329 0.36947-21.013 7.5195-7.7726 20.147-6.6268 27.558 0.64943 9.9973 9.8149 8.4692 26.167-1.038 35.721" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" sodipodi:argument="-36.75835" sodipodi:cx="-277.28845" sodipodi:cy="29.462816" sodipodi:expansion="6" sodipodi:radius="28.251171" sodipodi:revolution="6" sodipodi:t0="0" sodipodi:type="spiral"/><path transform="translate(20 5640.5) scale(-1 1)" d="m-96.58 37.072c2.6555 3.6418-2.0606 5.3029-4.6596 3.3976-3.2858-2.4088-2.798-7.3215-0.14538-9.9872 3.591-3.6087 9.5797-2.9358 12.876 0.70479 4.0049 4.4238 3.1466 11.407-1.2754 15.204-5.1117 4.3887-12.983 3.3679-17.214-1.7219-4.7502-5.7134-3.5854-14.387 2.0967-19.011 6.2556-5.0901 15.667-3.7952 20.65 2.4243 5.4109 6.7534 3.9968 16.851-2.7182 22.168-7.2164 5.7149-17.956 4.1904-23.589-2.9864-6.0043-7.651-4.3765-18.998 3.2345-24.928 8.0621-6.281 19.986-4.5557 26.198 3.4663 6.5464 8.4529 4.7287 20.927-3.6844 27.41-8.8264 6.8016-21.827 4.896-28.57-3.891-7.0479-9.1846-5.058-22.692 4.0876-29.685 9.5293-7.2859 23.525-5.2152 30.759 4.2756 7.5166 9.8619 5.3679 24.33-4.456 31.797-10.184 7.7404-25.109 5.5166-32.802-4.6296-7.9581-10.495-5.6615-25.865 4.7971-33.778 10.798-8.17 26.599-5.8028 34.725 4.959 8.3766 11.093 5.9409 27.313-5.116 35.648-11.38 8.5782-28.009 6.0759-36.547-5.2684-8.7753-11.659-6.208-28.688 5.4166-37.425 11.933-8.9681 29.352-6.3373 38.283 5.561 9.1568 12.2 6.4642 30.001-5.7017 39.122" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" sodipodi:argument="-36.75835" sodipodi:cx="-96.57975" sodipodi:cy="37.071815" sodipodi:expansion="0.5" sodipodi:radius="28.251171" sodipodi:revolution="6" sodipodi:t0="0" sodipodi:type="spiral"/><path transform="translate(20 5640.5) scale(-1 1)" d="m-36.343 37.072c9.9592 13.658-4.981 16.344-12.09 8.8153-6.1702-6.5352-4.7374-17.131 1.9634-22.703 7.5862-6.3074 19.127-4.7041 25.186 2.9057 6.5555 8.2329 4.7964 20.526-3.4284 26.934-8.7186 6.7925-21.622 4.9108-28.312-3.7895-7.0074-9.1134-5.0257-22.533 4.0659-29.462 9.449-7.2018 23.317-5.1357 30.456 4.2904 7.3788 9.7422 5.2394 24.007-4.4799 31.334-10.004 7.5411-24.626 5.3369-32.123-4.6443-7.691-10.24-5.4286-25.189 4.7898-32.841 10.457-7.8305 25.705-5.5151 33.501 4.9204 7.9608 10.656 5.5968 26.183-5.0392 34.112-10.842 8.0833-26.628 5.6744-34.683-5.1482-8.199-11.016-5.7481-27.045 5.249-35.218 11.179-8.3085 27.439-5.8183 35.723 5.3429 8.4126 11.334 5.8855 27.81-5.4308 36.201-11.48 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="idm410" x="20" y="5715.6" 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(#idm410)">O número máximo de voltas da espiral é 1024.</text><rect id="idm411" x="20" y="5732.9" 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(#idm411)">Ao igual que a ferramenta Elipse non só é boa para facer elipses senón tamén para facer arcos (liñas de curvatura constante), a ferramenta Espiral é útil para facer curvas cuxa curvatura <tspan style="font-style:italic">varía lixeiramente</tspan>. Comparada cunha simple curva Bézier, un arco ou unha espiral normalmente é máis conveniente porque pode alongala ou acurtala arrastrando unha asa ao longo da curva e sen afectarlle á súa forma. 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sodipodi:t0="0.7971282" sodipodi:type="spiral"/><path transform="translate(20 5820.5) 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="idm417" x="20" y="5932.4" 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(#idm417)">Especialmente interesante son as espirais con trazo punteado — combinan a suave concentración da figura con marcas normais equidistantes (puntos ou guións) para obter efectos de «moiré» fermosos:</text><path 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Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm423)">Conclusión</text><rect id="idm424" x="20" y="6102.9" 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(#idm424)">As ferramentas de figura de Inkscape son moi potentes. Aprenda os seus trucos e xogue con elas só por pracer — isto valerá a pena cando faga deseños, porque o uso de figuras en vez de simples camiños a miúdo fai que sexa máis rápido crear arte vectorial e máis fácil modificalo. Se ten ideas para mellorar as figuras, por favor contacte cos desenvolvedores.</text><use x="47" y="6188.21698" inkscape:label="icon-credits-authors" xlink:href="#icon-credits-authors"/><rect id="credits-authors" x="70" y="6182.2" 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="6205.88007" inkscape:label="icon-credits-translators" xlink:href="#icon-credits-translators"/><rect id="credits-translators" x="70" y="6199.9" 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">Leandro Regueiro — 2007; Se desexas colaborar connosco podes atopar máis información en http://www.trasno.net — </text><use x="47" y="6230.74317" inkscape:label="icon-credits-designer" xlink:href="#icon-credits-designer"/><rect id="credits-designer" x="70" y="6224.7" 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-designer);text-align:left">Esteban Capella — 2019</text></g><defs><g id="footer-template" transform="translate(0 6072.3)"><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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