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stroke-width="1.1541"><use id="hj" transform="matrix(1.5012 0 0 1.5012 -149.66 -516.04)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hl"/><use id="hi" transform="matrix(1.5012 0 0 1.5012 -149.79 -515.97)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#he"/><use id="hh" transform="matrix(1.5012 0 0 1.5012 -149.54 -516.03)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hk"/><use transform="matrix(1.4856 0 0 1.4856 -145.24 -499.74)" width="744.09448" height="1052.3621" xlink:href="#hj"/><use transform="matrix(1.4856 0 0 1.4856 -145.04 -499.68)" width="744.09448" height="1052.3621" xlink:href="#hi"/><use transform="matrix(1.4856 0 0 1.4856 -144.99 -499.98)" width="744.09448" height="1052.3621" xlink:href="#hh"/><use id="hg" transform="translate(-4.2358 -1.3033)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#hd"/><use transform="translate(.44802 2.6881)" width="744.09448" height="1052.3621" xlink:href="#hg"/><use id="hf" transform="translate(-4.7246)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#he"/><use transform="translate(.69239 4.1136)" width="744.09448" height="1052.3621" xlink:href="#hf"/><use transform="translate(-.73484 -1.0442)" width="744.09448" height="1052.3621" xlink:href="#hb"/></g></g></g></g></g></g></g></g><use inkscape:label="Footer" sodipodi:insensitive="true" xlink:href="#footer-template"/><g inkscape:groupmode="layer" inkscape:label="Content"><text x="20" y="122" style="fill:#000000;font-family:Liberation Serif,Times New Roman,serif;font-size:16;line-height:100%" xml:space="preserve"><tspan style="fill:#000000" sodipodi:role="line">Tutorial<tspan style="fill:#de5f3a"> | </tspan><tspan style="font-style:italic">Shapes</tspan></tspan></text><rect id="idm37" 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(#idm37)">Este tutorial aborda as quatro ferramentas de forma: Retângulo, Elipse, Estrela e Espiral. Demonstraremos as capacidades das formas do Inkscape e sugerir exemplos de como e quando podem ser usados.</text><rect id="idm38" x="40" y="174.34" 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(#idm38)">Use <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Setas</tspan>, <tspan style="font-weight:bold">roda do mouse</tspan> ou <tspan style="font-weight:bold">arraste com o botão do meio </tspan> para rolar a página para baixo. Para o básico sobre criação, seleção e transformação de objetos, consulte o tutorial Básico em <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Ajuda</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Tutoriais</tspan>.</text><rect id="idm47" x="20" y="214.66" 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(#idm47)">O Inkscape tem quatro <tspan style="font-style:italic">ferramentas de forma</tspan> versáteis, cada ferramenta capaz de criar e editar seus próprios tipos de formas. Uma forma é um objeto que pode ser modificado de maneiras únicas dependendo do seu tipo, usando <tspan style="font-style:italic">alças</tspan> arrastáveis e <tspan style="font-style:italic">parâmetros</tspan> numéricos que determinam sua aparência.</text><rect id="idm51" x="20" y="263.92" 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(#idm51)">Por exemplo, para uma estrela é possível alterar o número de pontas, seu comprimento, ângulo, arredondamento, etc. — mas uma estrela continua sendo uma estrela. Uma forma é "menos livre" que um caminho simples, mas é mais interessante e útil. Sempre lhe é possível converter uma forma em um caminho (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">C</tspan>), mas o processo inverso não é possivel.</text><rect id="idm56" x="20" y="323.78" 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(#idm56)">As ferramentas de forma são <tspan style="font-style:italic">Retângulo</tspan>, <tspan style="font-style:italic">Elipse</tspan>, <tspan style="font-style:italic">Estrela</tspan>, e <tspan style="font-style:italic">Espiral</tspan>. Primeiro, vamos observar como as ferramentas de forma funcionam no geral; depois exploraremos cada uma em detalhe.</text><rect id="idm62" x="20" y="366.21" 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(#idm62)">Dicas gerais</text><rect id="idm63" x="20" y="378.7" 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(#idm63)">Uma nova forma é criada ao <tspan style="font-weight:bold">arrastar</tspan> sobre a tela com a ferramenta correspondente. Uma vez que a forma foi criada (e contanto que esteja selecionada), ela mostra suas alças em forma de diamantes brancos, assim você pode editar imediatamente o que você acabou de criar arrastando estas alças.</text><rect id="idm65" x="20" y="427.99" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm65)">Todos os quatro tipos de formas mostram suas alças em todas as quatro ferramentas de forma bem como na ferramenta de edição de nós (<tspan style="font-weight:bold">F2</tspan>). Quando você paira seu <tspan style="font-weight:bold">mouse</tspan> sobre uma alça, aparece na Barra de Estado o que esta alça fará quando arrastada ou clicada com diferentes modificadores.</text><rect id="idm68" x="20" y="475.69" 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(#idm68)">Também, cada ferramenta de forma mostra seus parâmetros na barra<tspan style="font-style:italic">Controles de Ferramenta</tspan> (que se localiza horizontalmente acima da lousa). Geralmente ela tem alguns poucos campos numéricos e um botão para retornar os valores de volta aos valores padrões). Quando forma(s) do tipo nativo da ferramenta atual é selecionada, ao editar seus valores na barra Controles de Ferramenta a(s) forma(s) selecionada(s) muda(m).</text><rect id="idm70" x="20" y="535.59" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm70)">Qualquer mudança feita na barra Controles de Ferramenta será gravada e usada para o próximo objeto que você desenhar com tal ferramenta. Por exemplo, depois que você muda o número de pontas de uma estrela, novas estrelas terão este número de pontas também quando desenhadas. Além disso, simplesmente selecionando uma forma, seus parâmetros são enviados para a barra de Controles e assim gravados os valores para formas recém criadas deste tipo.</text><rect id="idm71" x="20" y="606.12" 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(#idm71)">Com uma ferramenta de forma ativada, a selecão de um objeto pode ser feita <tspan style="font-weight:bold">clique</tspan> sobre ele. <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">clique</tspan> (seleção em grupo) e <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">clique</tspan> (selecionar sobre) também funciona como na ferramenta de seleção. <tspan style="font-weight:bold">Esc</tspan> desfaz a seleção.</text><rect id="idm81" x="20" y="650.21" 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(#idm81)">Retângulos</text><rect id="idm82" x="20" y="662.88" 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(#idm82)">Um <tspan style="font-style:italic">retângulo</tspan> é a mais simples e talvez a forma mais comum em design e ilustração. O Inkscape tenta fazer o processo de criação e edição de retângulos o mais fácil e prático possível.</text><rect id="idm84" x="20" y="701.49" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm84)">Mude para a ferramenta Retângulo com <tspan style="font-weight:bold">F4</tspan> ou clicando no botão correspondende na Caixa de Ferramentas. Desenhe um novo retângulo ao lado deste azul:</text><text transform="translate(20 737.53)" 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">desenhe aqui</tspan></text><rect transform="translate(20 737.53)" 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="idm90" x="20" y="804.56" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm90)">Depois, sem sair da ferramenta Retângulo, alterne a seleção de um retângulo para outro clicando sobre eles.</text><rect id="idm91" x="20" y="830.95" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm91)">Teclas de atalho para desenho de retângulos:</text><text transform="translate(34 855.64)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm94" x="40" y="848.24" 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(#idm94)">Com <tspan style="font-weight:bold">Ctrl</tspan>, desenhe um quadrado ou um retângulo de proporção inteira (2:1, 3:1, etc).</text><text transform="translate(34 872.94)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm97" x="40" y="865.54" 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(#idm97)">Com <tspan style="font-weight:bold">Shift</tspan>, você desenha tendo o centro como ponto de partida.</text><rect id="idm99" x="20" y="882.87" 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(#idm99)">Como você pode observar, o retângulo selecionado (o retângulo recém desenhado é sempre o selecionado) mostra três alças em três dos seus cantos. Na verdade, são quatro alças, mas duas delas (no canto superior direito) se sobrepõem se o retângulo não estiver arredondado. Estas duas alças são as <tspan style="font-style:italic">alças de arredondamento</tspan>; as outras duas (acima à esquerda e abaixo à direita) são as <tspan style="font-style:italic">alças de redimensionamento</tspan>.</text><rect id="idm102" x="20" y="942.71" 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(#idm102)">Vamos dar uma olhada nas alças de arredondamento primeiro. Agarre uma delas e arraste para baixo. Todos os quatro cantos do retângulo ficam arredondados, e você será capaz agora de ver a segunda alça de arredondamento — ela permanece na posição original, no canto. Se você deseja cantos circulares arredondados, isso é tudo o que você precisa fazer. Se deseja cantos que são mais arredondados em um lado que em outro, você pode mover a outra alça para a esquerda.</text><rect id="idm103" x="20" y="1013.2" 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(#idm103)">Aqui, os dois primeiros retângulos têm cantos arredondados circulares, e os outros dois, cantos arredondados elípticos:</text><text transform="translate(20 1049.1)" 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">Cantos arredondados elípticos</tspan></text><text transform="translate(20 1049.1)" 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">Cantos arredondados circulares</tspan></text><rect transform="translate(20 1049.1)" 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 1049.1)" 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 1049.1)" 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 1049.1)" 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="idm108" x="20" y="1105.9" 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(#idm108)">Ainda com a ferramenta Retângulo, clique sobre estes retângulos para selecioná-los, e observe suas alças de arredondamento.</text><rect id="idm109" x="20" y="1133.9" 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(#idm109)">Na maioria das vezes, o raio e forma dos cantos arredondados podem ser constantes dentro da composição inteira, mesmo se os tamanhos dos retângulos são diferentes (pense como se fossem diagramas com caixas arredondadas de vários tamanhos). O Inkscape torna esta operação fácil. Mude para a ferramenta de seleção; em sua barra de Controles, existe um grupo de quatro botões de modificação, o segundo à esquerda, mostrando dois cantos arredondados concêntricos. Este botão determina o controle de se os cantos arredondados serão ampliados juntamente com o retângulo ou não.</text><rect id="idm110" x="20" y="1215.1" 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(#idm110)">Por exemplo, aqui o retângulo vermelho original é duplicado e redimensionado várias vezes, para cima e para baixo, em diferentes proporções, com o botão "<tspan style="font-family:Liberation Sans,Arial,sans-serif">Escolher cantos arredondados</tspan>" <tspan style="font-style:italic">desativado</tspan>:</text><text transform="translate(20 1260.3)" 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">Redimensionando retângulos arredondados </tspan><tspan x="37.091438" y="153.54851" style="font-size:6px;line-height:1.4" sodipodi:role="line">"Ampliar o raio dos cantos arredondados" desligado</tspan></text><rect transform="translate(20 1260.3)" 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 1260.3)" 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 1260.3)" 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 1260.3)" 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 1260.3)" 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 1260.3)" 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 1260.3)" 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 1260.3)" 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="idm117" x="20" y="1427.1" 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(#idm117)">Observe como o tamanho e a forma dos cantos arredondados são o mesmo em todos os retângulos, de tal maneira que os arredondamentos se alinham exatamente no canto superior direito onde todos eles se encontram. Todos os retângulos azuis pontilhados foram obtidos a partir do retângulo vermelho original apenas ampliando-o com a ferramenta de seleção, sem qualquer ajuste manual das alças de arredondamento.</text><rect id="idm118" x="20" y="1487" 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(#idm118)">Para uma comparação, aqui está a mesma composição, mas agora criada com o botão "<tspan style="font-family:Liberation Sans,Arial,sans-serif">Redimensionar cantos arredondados</tspan>" <tspan style="font-style:italic">em</tspan>:</text><text transform="translate(20 1521.4)" 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">Redimensionando retângulos arredondados </tspan><tspan x="37.091438" y="153.54752" style="font-size:6px;line-height:1.4" sodipodi:role="line">"Ampliar o raio dos cantos arredondados" ligado</tspan></text><rect transform="translate(20 1521.4)" 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 1521.4)" 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 1521.4)" 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 1521.4)" 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 1521.4)" 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 1521.4)" 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 1521.4)" 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 1521.4)" 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="idm125" x="20" y="1688.3" 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(#idm125)">Agora os cantos arredondados estão tão diferentes quanto os retângulos aos quais pertencem, e não há um mínimo encontro no canto superior direito (dê um zoom para ver). Este é o mesmo (visível) resultado que você obteria convertendo o retângulo original em um caminho (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">C</tspan>) e ampliando-o como um caminho.</text><rect id="idm130" x="20" y="1737.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm130)">Aqui, as teclas de atalho para as alças de arredondamento de um retângulo:</text><text transform="translate(34 1762.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm133" x="40" y="1754.8" 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(#idm133)"><tspan style="font-weight:bold">Arraste</tspan> com <tspan style="font-weight:bold">Ctrl</tspan> para igualar os dois raios (arredondamento circular).</text><text transform="translate(34 1779.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm137" x="40" y="1772.1" 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(#idm137)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">clique</tspan> para igualar um raio ao outro sem arrastá-los.</text><text transform="translate(34 1796.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm142" x="40" y="1789.4" 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(#idm142)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">clique</tspan> para remover arredondamento.</text><rect id="idm146" x="20" y="1806.7" 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(#idm146)">Você pode ter percebido que a barra de Controles da ferramenta Retângulo mostra os raios de arredondamento horizontal (<tspan style="font-style:italic">Rx</tspan>) e vertical (<tspan style="font-style:italic">Ry</tspan>) para o retângulo selecionado e te permite configurá-los precisamente em qualquer unidade de medida. O botão <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Não arredondado</tspan> faz o que ele diz — remove o arredondamente do(s) retângulo(s) selecionado(s).</text><rect id="idm150" x="20" y="1856.1" 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(#idm150)">Uma vantagem importante destes controles é que eles podem afetar muitos retângulos de uma vez só. Por exemplo, se deseja mudar todos os retângulos na camada, apenas faça <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">Selecionar Tudo</tspan>) e configure os parâmetros que precisa na barra de Controles. Se qualquer objeto que não retângulos for selecionado, este será ignorado — apenas retângulos serão afetados.</text><rect id="idm155" x="20" y="1914.6" 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(#idm155)">Agora vamos olhar as alças de redimensionamento de um retângulo. Você poderia perguntar: por que precisamos delas, se podemos simplesmente redimensionar o retângulo com a ferramenta de seleção?</text><rect id="idm156" x="20" y="1953.2" 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(#idm156)">O problema com a ferramenta de seleção é que sua noção de horizontal e vertical é sempre a mesma da página do documento. De maneira diferente, uma alça de redimensionamento de um retângulo amplia-o <tspan style="font-style:italic">ao longo dos seus lados</tspan>, mesmo se o retângulo for girado ou distorcido. Por exemplo, tente redimensionar este retângulo primeiro com a ferramenta de seleção e depois com as alças de redimensionamento da ferramenta Retângulo:</text><rect transform="translate(20 2021.1) matrix(.69601 -.71803 -.95272 -.30385 0 0)" x="7.7759" y="-179.49" width="41.625" height="64.103" rx="5.8251" ry="3.8355" style="color:#000000;fill-opacity:.99666;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><rect id="idm162" x="20" y="2081.5" 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(#idm162)">Uma vez que as alças de redimensionamento são duas, você pode redimensionar o retângulo em qualquer direção ou mesmo movê-lo ao longo dos seus lados. Estas alças sempre preservam os raios de arredondamento.</text><rect id="idm163" x="20" y="2120" 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(#idm163)">Eis as teclas de atalho para as alças de redimensionamento:</text><text transform="translate(34 2144.7)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm166" x="40" y="2137.3" 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(#idm166)"><tspan style="font-weight:bold">Arraste</tspan> com <tspan style="font-weight:bold">Ctrl</tspan> para mover rapidamente para os lados ou para a diagonal do retângulo. Em outras palavras, <tspan style="font-weight:bold">Ctrl</tspan> preserva ou a largura ou a altura, ou a proporção largura/altura do retângulo (novamente, em seu próprio sistema de coordenadas que permite ser girado ou distorcido).</text><rect id="idm170" x="20" y="2186.5" 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(#idm170)">Aqui está o mesmo retângulo, com as linhas pontilhadas em cinza mostrando as direções nas quais as alças de redimensionamento ficam quando arrastadas com <tspan style="font-weight:bold">Ctrl</tspan> (tente isso):</text><g transform="translate(20 52.966)"><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 2222.5) 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 2222.5)" 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">Ajustar ao retângulo </tspan><tspan x="78.675034" y="133.7426" sodipodi:role="line">- alça de redimensionamento com Ctrl</tspan></text><rect id="idm176" x="20" y="2369.2" 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(#idm176)">Inclinando e girando um retângulo, depois duplicando-o e redimensionando-o com as alças de redimensionamento, composições 3D podem ser criadas facilmente:</text><rect transform="translate(20 2405.1) 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 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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 2405.1) 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 2405.1) 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 2405.1) 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 2405.1) 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 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style="color:#000000;fill-rule:evenodd;fill:#ff6300;stroke-width:.39259;stroke:#fff"/><text transform="translate(20 2405.1)" 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">Os 3 retângulos originais</tspan></text><text transform="translate(20 2405.1)" 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">Vários retângulos copiados e redimensionados pelas alças</tspan><tspan x="196.02606" y="12.058594" sodipodi:role="line">(a maioria com Ctrl)</tspan></text><rect id="idm181" x="20" y="2542.9" 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(#idm181)">Aqui pode observar mais alguns exemplos de composições de retângulos, incluindo arredondamentos e preenchimento com gradientes:</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" 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style="color:#000000;fill-rule:evenodd;fill:url(#shapes-f08.svglinearGradient4156);stroke-width:.97176;stroke:#000"/><rect transform="translate(20 2578.8) 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 2578.8) 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 2578.8) 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="idm187" x="20" y="2710.1" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm187)">Elipses</text><rect id="idm188" x="20" y="2722.5" 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(#idm188)">A ferramenta Elipse (<tspan style="font-weight:bold">F5</tspan>) é capaz de criar elipses e círculos, os quais você pode transformar em segmentos ou arcos. As teclas de atalho de desenho de elipses são as mesmas que as da ferramenta Retângulo:</text><text transform="translate(34 2768.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm192" x="40" y="2761.2" 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(#idm192)">Com <tspan style="font-weight:bold">Ctrl</tspan>, desenhe um círculo ou uma elipse de proporção inteira (2:1, 3:1, etc.).</text><text transform="translate(34 2785.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm195" x="40" y="2778.5" 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(#idm195)">Com <tspan style="font-weight:bold">Shift</tspan>, você desenha tendo o centro como ponto de partida.</text><rect id="idm197" x="20" y="2795.8" 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(#idm197)">Vamos explorar agora as alças de uma elipse. Selecione esta:</text><ellipse transform="translate(20 2821.1)" 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="idm202" x="20" y="2894.8" 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(#idm202)">Mais uma vez, você verá três alças inicialmente, mas na verdade elas são quatro. A alça localizada mais à direita são duas alças que se sobrepõem e que te permitem "abrir" a elipse. <tspan style="font-weight:bold">Arraste</tspan>esta alça, depois arraste a outra alça que ficou visível, para obter uma variedade de segmentos em forma de pedaços de torta ou arcos:</text><path transform="translate(20 2952.1)" 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 2952.1)" 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 2952.1)" 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 2952.1)" 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 2952.1)" 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 2952.1)" 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 2952.1)" 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="idm208" x="20" y="3000.5" 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(#idm208)">Para obter um <tspan style="font-style:italic">segmento</tspan> (um arco mais dois raios), arraste <tspan style="font-style:italic">para fora</tspan> da elipse; para obter um <tspan style="font-style:italic">arco</tspan>, arraste <tspan style="font-style:italic">para dentro</tspan> dela. Acima, existem 4 segmentos à esquerda e 3 arcos à direita. Observe que arcos são formas abertas, ou seja, o traço apenas avança através da elipse mas não conecta as extremidades do arco. Você pode tornar isto óbvio se remover o preenchimento, deixando apenas o traço:</text><g transform="translate(15.949 -135.54)"><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" 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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 3068.4)" 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 3068.4)" 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 3068.4)" 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 3068.4)" 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="idm217" x="20" y="3203.7" 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(#idm217)">Note o grupo de segmentos estreitos em forma de leque à esquerda. Foi fácil criá-los usando o <tspan style="font-style:italic">ajuste de ângulo</tspan> da alça com <tspan style="font-weight:bold">Ctrl</tspan>. E aqui, as teclas de atalho de arcos/segmentos:</text><text transform="translate(34 3239.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm222" x="40" y="3231.7" 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(#idm222)">Com <tspan style="font-weight:bold">Ctrl</tspan>, gira a alça com incrementos de 15 graus quando arrastada.</text><text transform="translate(34 3256.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm225" x="40" y="3249" 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(#idm225)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">clique</tspan> para tornar a elipse complete (não um arco ou um segmento).</text><rect id="idm229" x="20" y="3266.4" 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(#idm229)">O ajuste de ângulo pode ser alterado nas Preferências do Inkscape (em <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Comportamento</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Passos</tspan>).</text><rect id="idm233" x="20" y="3294.5" 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(#idm233)">As outras duas alças da elipse são usadas para redimensioná-la ao redor de seu centro. Suas teclas de atalho são similares as das alças de arredondamento de um retângulo:</text><text transform="translate(34 3329.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm236" x="40" y="3322.4" 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(#idm236)"><tspan style="font-weight:bold">Arraste</tspan> com <tspan style="font-weight:bold">Ctrl</tspan> para fazer um círculo (iguala os dois raios).</text><text transform="translate(34 3347.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm240" x="40" y="3339.8" 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(#idm240)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">clique</tspan> para fazer um círculo sem arrastar.</text><rect id="idm244" x="20" y="3357.1" 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(#idm244)">E, como as alças de redimensionamento do retângulo, estas alças da elipse ajustam a altura e largura da elipse em <tspan style="font-style:italic">suas próprias coordenadas</tspan>. Isto significa que uma elipse girada ou distorcida pode ser facilmente esticada ou comprimida ao longo de seus eixos originais enquanto permanece inalterada, quer esteja girada ou distorcida. Tente redimensionar qualquer uma destas elipses por suas alças de redimensionamento:</text><ellipse transform="translate(20 3424.9) 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 3424.9) 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 3424.9) 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 3424.9) 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 3424.9) 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 3424.9) 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="idm251" x="20" y="3511.6" 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(#idm251)">Estrelas</text><rect id="idm252" x="20" y="3522.4" 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(#idm252)">Estrelas são as mais complexas e excitantes formas do Inkscape. Se você quiser impressionar seus amigos com o Inkscape, deixe-os brincar com esta ferramenta. É interminavelmente divertido — na verdade é viciante!</text><rect id="idm253" x="20" y="3559.5" 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(#idm253)">A ferramenta Estrela pode criar dois objetos similares mas de diferentes tipos: estrelas e polígonos. Uma estrela tem duas alças cujas posições definem a extensão e forma de suas pontas; um polígono tem apenas uma alça que simplesmente gira e redimensiona-o quando arrastada:</text><g transform="translate(30.258 3615.1)"><path transform="matrix(.67263 .35535 -.35535 .67263 1407.5 -2577.2)" d="m107.3 3871.6-25.241 0.151-14.185 20.878-7.9434-23.959-24.24-7.039 20.331-14.958-0.7961-25.229 20.509 14.714 23.748-8.5532-7.6562 24.052z" style="color:#000000;fill-rule:evenodd;fill:#fff100;stroke-width:.98589;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="0.45247489" sodipodi:arg2="1.0807934" sodipodi:cx="73.11795" sodipodi:cy="3855.0315" sodipodi:r1="38.010052" sodipodi:r2="19.005026" sodipodi:sides="5" sodipodi:type="star"/><text x="86.568001" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;font-size:6px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="86.568001" y="6" style="text-align:center;text-anchor:middle" sodipodi:role="line">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="idm258" x="20" y="3691.5" 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(#idm258)">Na barra de controles da ferramenta Estrela, os dois primeiros botões controlam como a forma é desenhada (polígono regular ou estrela). Em seguida, um campo numérico define o <tspan style="font-style:italic">número de vérteges</tspan> de uma estrela ou polígono. Este parâmetro só é editável através da barra de controles. O intervalo permitido é de 3 (obviamente) a 1024, mas você não deve tentar grandes números (digamos, mais de 200) se o computador for lento.</text><rect id="idm260" x="20" y="3751.5" 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(#idm260)">Quando desenhar uma nova estrela ou polígono,</text><text transform="translate(34 3776.1)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm263" x="40" y="3768.7" 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(#idm263)"><tspan style="font-weight:bold">Ararste</tspan> com <tspan style="font-weight:bold">Ctrl</tspan> para girar o ângulo com incrementos de 15 graus.</text><rect id="idm266" x="20" y="3786" 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(#idm266)">Naturalmente, uma estrela é uma forma muito mais interessante (embora polígonos são mais freqüentemente úteis na prática). As duas alças de uma estrela têm funções levemente diferentes. A primeira alça (inicialmente localizada em um vértice, ou seja, em um canto <tspan style="font-style:italic">convexo</tspan> da estrela) diminue ou aumenta os raios da estrela, mas quando você faz um giro com esta alça (com relação ao centro da forma), a outra alça gira em conformidade. Isto significa que você não pode distorcer os raios da estrela com esta alça.</text><rect id="idm268" x="20" y="3856.6" 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(#idm268)">A outra alça (inicialmente localizada em um canto <tspan style="font-style:italic">côncavo</tspan> entre dois cantos) é, por outro lado, livre para se mover tanto radialmente quanto tangencialmente, sem afetar a alça do canto. (Na verdade, esta alça pode se tornar por si própria um canto movendo-a para mais longe do centro que a outra alça.) Esta sim é a alça que pode distorcer as pontas das estrelas para obter todos os tipos de cristais, mandalas, flocos de neve e porcos-espinho:</text><path transform="translate(20 3924.4)" d="m199.02 68.977-39.109-8.8644 36.183 13.03-37.618-13.893 34.172 17.641-35.482-18.685 31.577 21.951-32.74-23.156 28.442 25.885-29.437-27.231 24.82 29.376-25.631-30.841 20.773 32.364-21.386-33.923 16.371 34.799-16.776-36.424 11.689 36.638-11.878-38.302 6.8069 37.85-6.7769-39.525 1.8083 38.415-1.5599-40.071-3.2214 38.322 3.6837-39.932-8.1959 37.574 8.8644-39.109-13.03 36.183 13.893-37.618-17.641 34.172 18.685-35.482-21.951 31.577 23.156-32.74-25.885 28.442 27.231-29.437-29.376 24.82 30.841-25.631-32.364 20.773 33.922-21.386-34.799 16.371 36.424-16.776-36.638 11.689 38.302-11.878-37.85 6.8069 39.525-6.7769-38.415 1.8083 40.071-1.5599-38.322-3.2214 39.932 3.6837-37.574-8.1959 39.109 8.8644-36.183-13.03 37.618 13.893-34.172-17.641 35.482 18.685-31.577-21.951 32.74 23.156-28.442-25.885 29.437 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alça que distorce a estrela se comporte como a outra, que não distorce:</text><text transform="translate(34 4121.5)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm277" x="40" y="4114.1" 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(#idm277)"><tspan style="font-weight:bold">Arraste</tspan> com <tspan style="font-weight:bold">Ctrl</tspan> para manter os raios da estrela estritamente radiais (sem distorção).</text><text transform="translate(34 4138.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm281" x="40" y="4131.4" 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(#idm281)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">clique</tspan> para remover a inclinação sem arrastar.</text><rect id="idm285" x="20" y="4148.6" 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(#idm285)">Como um complemento útil para o arraste de alças sobre a lousa, a barra de Controles dispõe do campo<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Proporção do raio</tspan> que define a proporção das distâncias das duas alças até o centro.</text><rect id="idm287" x="20" y="4185.7" 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(#idm287)">As estrelas do Inkscape têm mais dois truques na manga. Em geometria, um polígono é uma forma com bordas de linha reta e cantos pontiagudos. No mundo real, no entanto, vários níveis de curvatura e arredondamento estão normalmente presentes — e o Inkscape pode fazer isso também. Arredondar uma estrela ou polígono funciona um pouco diferente de arredondar um retângulo. Você não dispõe de uma alça dedicada para isto, mas</text><text transform="translate(34 4252.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm290" x="40" y="4245.5" 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(#idm290)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">arrasto</tspan> uma alça tangencialmente para arredondar a estrela ou polígono.</text><text transform="translate(34 4270.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm295" x="40" y="4262.9" 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(#idm295)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">clique</tspan> uma alça para remover arredondamento.</text><rect id="idm299" x="20" y="4280.2" 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(#idm299)">"Tangencialmente" significa em uma direção perpendicular à direção do centro. Se você "gira" uma alça com Shift no sentido anti-horário ao redor do centro, obterá arredondamento positivo; com giro no sentido horário, obterá arredondamento negativo. (Veja abaixo exemplos de arredondamento negativo.)</text><rect id="idm300" x="20" y="4329.5" 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(#idm300)">Aqui está uma comparação de um quadrado arredondado (ferramenta Retângulo) com um polígono de 4 cantos arredondados (ferramenta Estrela):</text><g transform="translate(18.72 4365.5)"><path transform="matrix(1.1746 0 0 1.1746 -.54892 -5471.6)" d="m203.96 4729.2c-8.4271 8.4271-56.219 8.4271-64.646 0s-8.4271-56.219 0-64.646 56.219-8.4271 64.646 0c8.4271 8.4271 8.4271 56.219 0 64.646z" style="color:#000000;fill-rule:evenodd" inkscape:flatsided="true" inkscape:randomized="0" inkscape:rounded="0.18435333" sodipodi:arg1="0.78539816" sodipodi:arg2="1.5707963" sodipodi:cx="171.63371" sodipodi:cy="4696.8921" sodipodi:r1="45.711628" sodipodi:r2="32.323002" sodipodi:sides="4" sodipodi:type="star"/><text x="201.01576" y="41.899632" style="fill:#ffffff;font-family:'Liberation Sans',Arial,sans-serif;font-size:10px;font-variant-caps:normal;font-variant-east-asian:normal;font-variant-ligatures:normal;font-variant-numeric:normal;line-height:1.25;stroke-width:1px;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="201.01576" y="41.899632" sodipodi:role="line">Arredondado</tspan><tspan x="201.01576" y="54.399632" sodipodi:role="line">polígono</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">Arredondado</tspan><tspan x="99.512451" y="54.417397" sodipodi:role="line">retângulo</tspan></text></g><rect id="idm305" x="20" y="4468.3" 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(#idm305)">Como você pode ver, enquanto um retângulo arredondado tem segmentos de linha reta em seus lados e arredondamentos (geralmente elípticos) circulares, um polígono ou estrela arredondada não tem nenhuma linha reta; sua curvatura varia suavemente entre um máximo (nos cantos) e um mínimo (na metade da distância entre os cantos). O Inkscape faz isto simplesmente adicionando tangentes Bezier colineares a cada nó da forma (você pode observá-los se converter a forma em caminho e examiná-la com a ferramenta de edição de nós).</text><rect id="idm306" x="20" y="4549.4" 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(#idm306)">O parâmetro <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Arredondado</tspan> que você pode ajustar na barra de Controles é a proporção do comprimento destas tangentes com relação ao comprimento dos cantos do polígono/estrela aos quais elas são adjacentes. Este parâmetro pode assumir valores negativos, que inverte a direção das tangentes. Os valores entre 0,2 e 0,4 dão um arredondamento "normal" do tipo que você esperaria; outros valores tendem a produzir padrões belos, intricados e totalmente imprevisíveis. Uma estrela com um valor alto de arredondamento pode exceder os limites determinados para suas alças. 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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-pt_BR.svgpath2693"/><path id="shapes-f17-pt_BR.svgpath2693" transform="translate(20 4855)" 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 4855)" 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 original</tspan></text><text transform="translate(20 4855)" 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">Offset ligado, comprimido</tspan></text><text transform="translate(20 4855)" 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">Offset ligado, expandido</tspan></text><rect id="idm319" x="20" y="4964.9" 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(#idm319)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">arrastar</tspan> as alças da estrela no Inkscape é uma das maiores maravilhas conhecida pelo homem. Mas ainda pode ficar melhor.</text><rect id="idm323" x="20" y="4992.9" 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(#idm323)">Para imitar melhor as formas do mundo real, o Inkscape pode tornar <tspan style="font-style:italic">Aleatório</tspan> (em outras palavras, distorção aleatória) suas estrelas e polígonos. Distorção aleatória leve deixa a estrela menos regular, mais humana, geralmente engraçada; já uma distorção pesada é uma maneira excitante de obter uma variedade de formas loucamente imprevisíveis. Uma estrela arredondada permanece suavemente arredondada quando distorcida aleatoriamente. Aqui estão as teclas de atalho:</text><text transform="translate(34 5069.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm327" x="40" y="5061.8" 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(#idm327)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">arrasto</tspan> uma alça tangencialmente para distorcer aleatoriamente a estrela ou polígono.</text><text transform="translate(34 5097.2)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm332" x="40" y="5089.8" 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(#idm332)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">clique</tspan> em uma alça para remover a randomização.</text><rect id="idm336" x="20" y="5107.1" 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(#idm336)">Enquanto você desenha ou arrasta a alça de uma estrela distorcida aleatoriamente, ela "tremerá" porque cada posição única de suas alças correspondem a sua própria distorção aleatória única. Assim, movendo uma alça sem Alt, a forma será distorcida novamente com o mesmo nível de aleatoriedade, enquanto arrastando-a com Alt mantém-se a mesma distorção mas o nível é ajustado. Aqui estão estrelas cujos parâmetros são exatamente os mesmos, mas cada uma é distorcida novamente com movimentos muito suaves da alça (o valor do campo Aleatório é 0,1 em todas elas):</text><path transform="translate(20.747 500.42)" 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(80.787 500.42)" 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(140.83 500.42)" 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(200.87 500.42)" 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(260.91 500.42)" 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="idm341" x="20" y="5263.3" 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(#idm341)">E aqui é a estrela do meio da linha anterior, com o nível de distorção aleatória variando entre -0,2 e 0,2:</text><text transform="translate(20 5298.7)" 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 5298.7)" 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 5298.7)" 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 5298.7)" 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 5298.7)" 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(200 612.18)" 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 5298.7)" 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 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2.4752-6.0994 3.2936-5.9018 6.4833 0.19761 3.1896 7.1605 1.6305 6.1845 4.4063z" style="stroke-width:.011048" inkscape:flatsided="false" inkscape:randomized="0.14" 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 5449.8) 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="idm356" x="20" y="5584.9" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm356)">Espirais</text><rect id="idm357" x="20" y="5597.3" 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(#idm357)">A espiral do Inkscape é uma ferramenta versátil, e embora não tão cativantes como a estrela, ela pode ser, alguma vezes, muito útil. Uma espiral, assim como uma estrela, é desenhada a partir do centro; enquanto é desenhada e editada,</text><text transform="translate(34 5643.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm360" x="40" y="5635.9" 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(#idm360)"><tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">arrasto</tspan> para quebrar o ângulo para incrementos de 15 graus.</text><rect id="idm364" x="20" y="5653.2" 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(#idm364)">Uma vez desenhada, uma espiral apresenta duas alças nas suas extremidades interna e externa. Ambas, quando simplesmente arrastadas, enrola ou desenrola a espiral (isto é, dá "continuidade" à espiral, mudando o número de voltas). Outras teclas de atalho:</text><rect id="idm365" x="20" y="5691.8" 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(#idm365)">Alça externa:</text><text transform="translate(34 5716.4)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm368" x="40" y="5709" 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(#idm368)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">arrastar</tspan> para ampliar/girar ao redor do centro (sem enrolar/desenrolar).</text><text transform="translate(34 5733.8)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm373" x="40" y="5726.4" 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(#idm373)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">arrasto</tspan> para bloquear o raio enquanto rola/desenrola.</text><rect id="idm377" x="20" y="5743.6" 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(#idm377)">Alça interna:</text><text transform="translate(34 5768.3)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm380" x="40" y="5760.9" 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(#idm380)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">arrasto</tspan> verticalmente para convergir/divergir.</text><text transform="translate(34 5785.6)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm385" x="40" y="5778.2" 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(#idm385)"><tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">clique</tspan> para redefinir divergência.</text><text transform="translate(34 5802.9)" style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%">•</text><rect id="idm390" x="40" y="5795.5" 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(#idm390)"><tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">clique</tspan> para mover a alça interna para o centro.</text><rect id="idm394" x="20" y="5812.9" 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(#idm394)">A <tspan style="font-style:italic">divergência</tspan> de uma espiral é a medida não linear de suas revoluções. Quando igual a 1, a espiral é uniforme; quando menor que 1 (<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">arrasto</tspan> para cima), a espiral é mais densa na periferia; quando é muito maior que 1 (<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">arrasto</tspan> para baixo), a espiral é mais densa no centro:</text><text transform="translate(20 5868.5)" 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 5868.5)" 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 5868.5)" 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 5868.5)" 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 5868.5)" 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 5868.5) 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 4.2405-0.17834 1.7364 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sodipodi:cy="36.120815" sodipodi:expansion="1" sodipodi:radius="28.251171" sodipodi:revolution="6" sodipodi:t0="0" sodipodi:type="spiral"/><path transform="translate(20 5868.5) scale(-1 1)" d="m-217.05 34.694c0.0128 0.01759-0.0319 0.02917-0.0396 0.0289-0.0891-0.0032-0.10029-0.12539-0.076-0.18742 0.0733-0.18692 0.32401-0.1903 0.47227-0.10155 0.3131 0.18742 0.30124 0.6274 0.10568 0.89416-0.34434 0.46971-1.036 0.43358-1.4531 0.08835-0.65739-0.54413-0.5875-1.55-0.0495-2.1491 0.7869-0.87637 2.1694-0.76307 2.9822 0.01073 1.1267 1.0727 0.96031 2.8943-0.0925 3.9523-1.4016 1.4085-3.7247 1.1793-5.0595-0.19567-1.7218-1.7736-1.4199-4.6607 0.32034-6.3037 2.1888-2.0665 5.7022-1.6822 7.685 0.46648 2.4427 2.6471 1.9663 6.8492-0.63408 9.2034-3.1485 2.8504-8.1018 2.272-10.859-0.82315-3.2895-3.6931-2.5995-9.46 1.0337-12.651 4.2809-3.7601 10.924-2.9487 14.581 1.2657 4.2622 4.9118 3.3196 12.493-1.5192 16.647-5.5859 4.7958-14.168 3.7121-18.851-1.7941-5.3609-6.3031-4.1264-15.948 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 5868.5) 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 5868.5) 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 5868.5) 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="idm406" x="20" y="5943.7" 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(#idm406)">O número máximo de revoluções para uma espiral é 1024.</text><rect id="idm407" x="20" y="5961" 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(#idm407)">Assim como a ferramenta Elipse é adequada não apenas para elipses mas também para arcos (linhas de curvatura constante), a ferramenta Espiral é útil para fazer linhas com curvatura que <tspan style="font-style:italic">varia suavemente</tspan>. Comparada a uma curva Bezier comum, um arco ou uma espiral é geralmente mais prática porque você pode diminuí-la ou aumentá-la arrastando uma alça ao longo da curva sem afetar sua forma. Ainda, enquanto uma espiral é normalmente desenhada sem preenchimento, você pode adicionar preenchimento e remover o traço para criar efeitos interessantes.</text><path transform="translate(20 6048.6) matrix(-.12864 .67933 -.67933 -.12864 4572.6 795.76)" d="m84.272 6515.5c-0.24207-11.997 11.068-20.789 22.534-20.038 13.649 0.8947 23.486 13.711 22.214 27.056-1.423 14.926-15.514 25.611-30.219 23.986-15.983-1.7656-27.382-16.918-25.491-32.724 2.0208-16.893 18.085-28.913 34.829-26.807 17.697 2.2255 30.268 19.092 27.982 36.659-2.3975 18.42-19.983 31.49-38.288 29.047-19.079-2.5465-32.606-20.787-30.025-39.762 2.6784-19.687 21.521-33.635 41.112-30.93 20.252 2.7971 34.593 22.198 31.774 42.361-2.9053 20.781-22.828 35.489-43.526 32.566-21.278-3.0049-36.334-23.418-33.314-44.618 1.4478-10.166 6.8924-19.54 14.977-25.865" style="color:#000000;fill-rule:evenodd;fill:#ff6c2e" sodipodi:argument="-17.179831" sodipodi:cx="103.19778" sodipodi:cy="6518.4199" sodipodi:expansion="0.28900903" 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sodipodi:cy="6461.3071" sodipodi:expansion="13.200652" sodipodi:radius="28.202633" sodipodi:revolution="2.7562277" sodipodi:t0="0.81344151" sodipodi:type="spiral"/><path transform="translate(20 6048.6) matrix(-.4889 -.4889 .4889 -.4889 -2793.2 3319.2)" d="m241.32 6459.8c0.70485-3.0046 4.8734-3.2812 7.2313-2.5958 10.574 3.0737 11.298 17.568 8.3935 26.061-1.9033 5.5648-5.2933 10.55-9.4538 14.676" 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="36.96331" sodipodi:revolution="2.8132913" sodipodi:t0="0.79694211" sodipodi:type="spiral"/><path transform="translate(20 6048.6) scale(-1)" d="m-257.87-57.577c0.48734-2.0774 3.3695-2.2686 4.9998-1.7947 7.3107 2.1251 7.8118 12.146 5.8033 18.019-1.3017 3.8058-3.6095 7.2203-6.4432 10.054" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" sodipodi:argument="-16.24534" sodipodi:cx="-257.16202" sodipodi:cy="-56.513443" sodipodi:expansion="13.200652" sodipodi:radius="25.47789" sodipodi:revolution="2.8126345" sodipodi:t0="0.7971282" sodipodi:type="spiral"/><path transform="translate(20 6048.6) 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="idm413" x="20" y="6160.5" 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(#idm413)">Especialmente interessantes são as espirais com traço pontilhado — elas combinam a concentração suave da forma com espaçamento regular de pontos ou pequenos traços criando belos efeitos moiré:</text><path transform="translate(20 6205.4) matrix(-.17215 .64245 -.64245 -.17215 4253.6 1103.7)" d="m103.2 6518.4c0.36965 0.459-0.43058 0.7245-0.75891 0.6112-0.87059-0.3005-0.88847-1.4597-0.45146-2.1142 0.77579-1.1617 2.4473-1.1256 3.4519-0.3021 1.4666 1.2021 1.3714 3.4426 0.15551 4.7817-1.6141 1.7777-4.4386 1.6205-6.106 0.01-2.0915-2.0198-1.8712-5.4337 0.13398-7.4261 2.422-2.4066 6.4275-2.1227 8.7428 0.2775 2.7221 2.822 2.3744 7.42-0.42059 10.057-3.2204 3.038-8.411 2.6263-11.368-0.5632-3.3538-3.6174-2.8781-9.4007 0.70542-12.677 4.0136-3.6696 10.389-3.1299 13.984 0.8473 3.9852 4.4089 3.3816 11.377-0.98896 15.29-4.8035 4.3007-12.363 3.6331-16.594-1.1304-4.616-5.1975-3.8845-13.348 1.2715-17.896 5.5909-4.9311 14.333-4.1359 19.197 1.4124 5.246 5.9839 4.387 15.316-1.5533 20.497-6.3764 5.5608-16.299 4.638-21.795-1.6939-5.8753-6.7685-4.8888-17.281 1.8344-23.092 7.1602-6.1896 18.262-5.1395 24.389 1.9747 6.5038 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style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm419)">Conclusão</text><rect id="idm420" x="20" y="6330.9" 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(#idm420)">As ferramentas de forma do Inkscape são muito poderosas. Aprenda seus truques e brinque com eles em seu tempo livre — isto dará resultado quando você fazer seu trabalho de design, porque usar formas em vez de simples caminhos geralmente acelera a criação e modificação da arte vetorial. Se você tem idéias para melhorar as ferramentas de forma, por favor entre em contato com os desenvolvedores.</text><use x="47" y="6425.2408" inkscape:label="icon-credits-authors" xlink:href="#icon-credits-authors"/><rect id="credits-authors" x="70" y="6419.2" 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="6442.90389" inkscape:label="icon-credits-translators" xlink:href="#icon-credits-translators"/><rect id="credits-translators" x="70" y="6436.9" 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">Thiago Pimentel — 2006; Victor Westmann — 2019</text><use x="47" y="6460.49666" inkscape:label="icon-credits-designer" xlink:href="#icon-credits-designer"/><rect id="credits-designer" x="70" y="6454.5" 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 6302.1)"><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 flood-color="rgb(0,0,0)" flood-opacity=".35686" 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