tutorial-shapes.el.svg revision d5b5d71c2243b98af4c974e988980171e03c1746
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- DO NOT EDIT THIS FILE. It is produced automatically from a DocBook source (*.xml) by tutorial-svg.xsl. -->
<svg id="svg1" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns="http://www.w3.org/2000/svg" sodipodi:docname="tutorial-basic.svg" xmlns:string="http://www.jclark.com/xt/java/java.lang.String" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" sodipodi:version="0.32" height="3170pt" width="256pt" version="1.1" xmlns:cc="http://web.resource.org/cc/" xmlns:xlink="http://www.w3.org/1999/xlink" inkscape:version="0.49" xmlns:dc="http://purl.org/dc/elements/1.1/">
<sodipodi:namedview id="base" inkscape:window-x="0" inkscape:window-y="0" snaptoguides="true" inkscape:zoom="2.0000000" inkscape:cx="160.00000" inkscape:cy="3864.0000" inkscape:window-width="780" showborder="false" inkscape:window-height="580" showguides="true"/>
<linearGradient id="linearGradient841">
<stop id="stop842" stop-color="#0082ab" offset="0"/>
<stop id="stop843" stop-color="#fff" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="linearGradient1657" y2=".91667" xlink:href="#linearGradient841" y1=".16666" x2=".51619" x1=".51619"/>
<filter id="filter48" height="1.2" width="1.2" color-interpolation-filters="sRGB" y="-.1" x="-.1" inkscape:label="Drop shadow, custom">
<feFlood id="feFlood50" result="flood" flood-color="rgb(255,255,255)" flood-opacity=".68628"/>
<feComposite id="feComposite52" operator="in" result="composite1" in2="SourceGraphic" in="flood"/>
<feGaussianBlur id="feGaussianBlur54" result="blur" stdDeviation="20" in="composite1"/>
<feOffset id="feOffset56" result="offset" dx="0" dy="0"/>
<feComposite id="feComposite58" operator="over" result="composite2" in2="offset" in="SourceGraphic"/>
</filter>
</defs>
<rdf:RDF>
<cc:Work rdf:about="">
</cc:Work>
</rdf:RDF>
</metadata>
<g id="layer1" xmlns:cc="http://creativecommons.org/ns#" inkscape:label="Layer 1" inkscape:groupmode="layer">
<rect id="rect582" fill-rule="evenodd" rx="0" ry="6.1828" height="69.248" width="319.89" y=".27753" x=".18215" fill="url(#linearGradient1657)"/>
<path id="path93" d="m150.97 4.9606h-9.58v0.613h0.29c1.29 0 1.43 0.0652 1.43 0.6129v0.3782 6.2073 0.378c0 0.548-0.14 0.613-1.43 0.613h-0.29v0.613h9.79l0.31-3.482h-0.7c-0.2 0.913-0.57 1.722-0.95 2.1-0.5 0.522-1.41 0.769-2.74 0.769h-1.06c-0.48 0-0.87-0.078-1.02-0.195-0.11-0.079-0.12-0.157-0.12-0.431v-3.3251h0.31c0.98 0 1.37 0.0783 1.69 0.3521 0.42 0.339 0.58 0.756 0.61 1.526h0.75v-4.2776h-0.75c-0.08 1.278-0.72 1.7866-2.23 1.7866h-0.38v-2.9734c0-0.5607 0.14-0.652 1-0.652h0.83c1.4 0 2.09 0.1173 2.63 0.4825 0.52 0.3391 0.91 1.0694 1.15 2.243h0.68l-0.22-3.3385zm-21.15 5.2294h1.8c1.43 0 2.18-0.091 2.82-0.339 1.13-0.4434 1.77-1.278 1.77-2.3082 0-0.9912-0.56-1.7475-1.61-2.1779-0.62-0.2608-1.61-0.4043-2.71-0.4043h-5.58v0.613h0.29c1.29 0 1.43 0.0652 1.43 0.6129v0.3782 6.2073 0.378c0 0.548-0.14 0.613-1.43 0.613h-0.29v0.613h5.36v-0.613h-0.42c-1.29 0-1.43-0.065-1.43-0.613v-0.378-2.582zm0-0.6128v-3.3385c0-0.5999 0.09-0.6651 0.97-0.6651h1.02c1.66 0 2.44 0.639 2.44 2.0213 0 1.3433-0.81 1.9823-2.5 1.9823h-1.93zm-13.87-4.7991h-0.67l-3.67 7.6029c-0.31 0.678-0.38 0.769-0.62 0.978-0.25 0.248-0.7 0.404-1.13 0.404h-0.06v0.613h4.22v-0.613h-0.32c-0.86 0-1.29-0.247-1.29-0.743 0-0.156 0.05-0.339 0.14-0.548l0.53-1.147h4.22l0.87 1.747c0.09 0.196 0.12 0.287 0.12 0.352 0 0.209-0.4 0.339-0.99 0.339h-0.66v0.613h4.94v-0.613h-0.23c-0.79 0-0.97-0.104-1.34-0.834l-4.06-8.1509zm-0.78 2.1387l1.8 3.7032h-3.57l1.77-3.7032zm-11-2.0474h-0.61l-0.63 0.7694c-1.13-0.6782-1.76-0.8738-2.82-0.8738-1.55 0-2.825 0.5086-3.909 1.565-1.02 0.9911-1.498 2.0865-1.498 3.4297 0 2.8043 2.247 4.8123 5.387 4.8123 2.55 0 4.18-1.226 4.54-3.417l-0.75-0.104c-0.16 0.691-0.35 1.16-0.63 1.552-0.66 0.9-1.68 1.356-2.97 1.356-2.358 0-3.473-1.343-3.473-4.1471 0-1.4736 0.239-2.4647 0.781-3.2472 0.494-0.7303 1.482-1.1867 2.502-1.1867 1.12 0 2.1 0.4825 2.71 1.3171 0.3 0.4304 0.54 0.939 0.91 1.9431h0.7l-0.24-3.7688zm-15.955 0.013h-0.589l-0.638 0.7825c-0.749-0.5869-1.769-0.8999-2.901-0.8999-2.088 0-3.491 1.0955-3.491 2.7256 0 1.4215 0.861 2.1257 3.204 2.6214l1.514 0.313c1.18 0.248 1.291 0.274 1.626 0.482 0.478 0.3 0.733 0.731 0.733 1.239 0 0.522-0.239 0.952-0.717 1.304-0.526 0.379-1.052 0.522-1.928 0.522-1.18 0-2.025-0.3-2.774-0.978-0.669-0.613-1.004-1.226-1.243-2.23h-0.686l0.064 3.717h0.622l0.717-0.887c1.068 0.717 1.961 0.978 3.347 0.978 2.343 0 3.842-1.122 3.842-2.869 0-0.809-0.335-1.5-0.957-1.9954-0.43-0.3391-1.052-0.5608-2.327-0.8216l-1.705-0.3521c-1.419-0.3-2.088-0.8086-2.088-1.6041 0-0.9128 0.908-1.5388 2.263-1.5388 1.116 0 2.024 0.3912 2.662 1.1346 0.462 0.5347 0.749 1.0824 0.956 1.7475h0.686l-0.192-3.3907zm-21.55 5.2296v-3.5473-0.3782c0-0.5477 0.144-0.6129 1.435-0.6129h0.303v-0.613h-5.244v0.613h0.287c1.291 0 1.434 0.0652 1.434 0.6129v0.3782 6.2073 0.378c0 0.548-0.143 0.613-1.434 0.613h-0.287v0.613h5.244v-0.613h-0.303c-1.291 0-1.435-0.065-1.435-0.613v-0.378-1.656l1.849-1.5258 2.774 3.3258c0.255 0.313 0.319 0.417 0.319 0.547 0 0.209-0.303 0.3-1.084 0.3h-0.494v0.613h5.451v-0.613h-0.303c-0.877 0-1.1-0.091-1.562-0.652l-3.857-4.551 2.375-1.9431c0.765-0.6651 1.737-1.0433 2.693-1.0433v-0.613h-4.909v0.613h0.399c0.733 0 1.036 0.1173 1.036 0.3912 0 0.1826-0.319 0.5608-0.781 0.939l-3.906 3.2082zm-17.82-5.1514h-3.283v0.613h0.398c0.813 0 1.18 0.1043 1.467 0.4303v5.5421c0 1.787-0.319 2.165-1.849 2.217v0.613h4.543v-0.613c-1.515-0.052-1.834-0.43-1.834-2.217v-4.8379l7.109 7.8509h0.67v-6.7685c0-1.7866 0.319-2.1648 1.849-2.2169v-0.613h-4.543v0.613c1.514 0.0521 1.833 0.4303 1.833 2.2169v4.0945l-6.36-6.9244zm-10.36 1.6041v-0.3782c0-0.5477 0.143-0.6129 1.418-0.6129h0.319v-0.613h-5.276v0.613h0.319c1.291 0 1.435 0.0652 1.435 0.6129v0.3782 6.2073 0.378c0 0.548-0.144 0.613-1.435 0.613h-0.319v0.613h5.276v-0.613h-0.319c-1.275 0-1.418-0.065-1.418-0.613v-0.378-6.2073z" stroke-width="1pt" fill="#fff"/>
<path id="path1124" d="m139.23 12.451h1.5l-0.92 3.02h1.69l-0.15 0.493h-1.69l-0.41 1.242c-0.34 1.056-0.7 2.334-1.09 3.834-0.39 1.485-0.58 2.348-0.58 2.591 0 0.329 0.15 0.493 0.45 0.493 0.53 0 1.17-0.728 1.91-2.185 0.07-0.157 0.18-0.35 0.32-0.578l0.43 0.214c-0.56 1.157-0.97 1.899-1.24 2.227-0.59 0.7-1.21 1.05-1.87 1.05-0.44 0-0.8-0.136-1.07-0.407-0.27-0.286-0.41-0.65-0.41-1.092 0-0.4 0.07-0.85 0.2-1.35 0.14-0.556 0.6-2.156 1.37-4.797l0.36-1.242h-1.71l0.17-0.493h1.71l1.03-3.02zm10.77 2.849h1.6c-1.35 4.326-2.03 7.067-2.03 8.224 0 0.428 0.11 0.643 0.34 0.643 0.27 0 0.59-0.257 0.97-0.771 0.38-0.529 0.72-1.178 1-1.949l0.47 0.192c-0.75 2.142-1.7 3.213-2.82 3.213-0.97 0-1.46-0.543-1.46-1.628 0-0.285 0.04-0.749 0.11-1.392-0.56 0.857-1.01 1.478-1.35 1.863-0.69 0.771-1.47 1.157-2.34 1.157-0.51 0-0.94-0.179-1.28-0.535-0.34-0.357-0.52-0.8-0.52-1.328 0-0.257 0.22-1.121 0.65-2.592l0.38-1.328c0.43-1.471 0.64-2.377 0.64-2.72 0-0.271-0.09-0.407-0.27-0.407-0.6 0-1.4 0.943-2.38 2.827l-0.47-0.235c1.08-2.228 2.17-3.341 3.27-3.341 0.4 0 0.73 0.149 0.97 0.449 0.26 0.3 0.38 0.693 0.38 1.178 0 0.6-0.14 1.35-0.42 2.249l-0.58 1.821c-0.47 1.485-0.71 2.348-0.71 2.591 0 0.5 0.26 0.75 0.77 0.75 0.46 0 0.96-0.279 1.5-0.835 0.56-0.557 1.06-1.293 1.5-2.206 0.67-1.386 1.36-3.349 2.08-5.89zm6.33-2.849h1.5l-0.92 3.02h1.69l-0.15 0.493h-1.69l-0.41 1.242c-0.34 1.056-0.71 2.334-1.09 3.834-0.39 1.485-0.58 2.348-0.58 2.591 0 0.329 0.15 0.493 0.45 0.493 0.53 0 1.16-0.728 1.91-2.185 0.07-0.157 0.18-0.35 0.32-0.578l0.43 0.214c-0.56 1.157-0.97 1.899-1.25 2.227-0.58 0.7-1.2 1.05-1.86 1.05-0.44 0-0.8-0.136-1.07-0.407-0.27-0.286-0.41-0.65-0.41-1.092 0-0.4 0.07-0.85 0.2-1.35 0.14-0.556 0.6-2.156 1.37-4.797l0.36-1.242h-1.71l0.17-0.493h1.71l1.03-3.02zm7.41 3.234c-1.03-0.057-1.94 0.971-2.74 3.084-0.56 1.471-0.84 2.792-0.84 3.963 0 1.085 0.48 1.627 1.44 1.627 0.77 0 1.44-0.492 2.01-1.477 0.37-0.629 0.69-1.457 0.97-2.485 0.27-1.042 0.42-2.02 0.47-2.934 0.05-1.128-0.38-1.721-1.31-1.778zm-0.02-0.492c0.84 0 1.53 0.335 2.06 1.006 0.52 0.657 0.79 1.514 0.79 2.57 0 1.3-0.47 2.613-1.39 3.941-1 1.428-2.22 2.142-3.65 2.142-0.87 0-1.58-0.3-2.14-0.9-0.55-0.614-0.83-1.392-0.83-2.334 0-1.599 0.58-3.113 1.75-4.541 1.03-1.256 2.17-1.884 3.41-1.884zm4.18 3.384l-0.45-0.193c0.37-0.914 0.82-1.671 1.35-2.271 0.52-0.613 0.99-0.92 1.41-0.92 0.93 0 1.39 0.678 1.39 2.034 0 0.243-0.04 0.728-0.13 1.457 0.99-2.328 2.04-3.491 3.15-3.491 0.32 0 0.58 0.099 0.79 0.299 0.23 0.186 0.35 0.414 0.35 0.686 0 0.228-0.08 0.421-0.24 0.578s-0.35 0.236-0.58 0.236c-0.48 0-0.73-0.279-0.73-0.836 0-0.157-0.05-0.235-0.15-0.235-0.14 0-0.34 0.128-0.6 0.385-0.25 0.257-0.47 0.557-0.66 0.9-0.57 1.028-1.5 3.484-2.78 7.368h-1.61c0.67-2.014 1.11-3.484 1.31-4.413 0.31-1.456 0.47-2.513 0.47-3.169 0-0.7-0.12-1.05-0.35-1.05-0.2 0-0.49 0.257-0.87 0.771-0.37 0.514-0.73 1.135-1.07 1.864zm12.1-8.225c0.27 0 0.5 0.1 0.68 0.3 0.2 0.186 0.3 0.414 0.3 0.685 0 0.272-0.1 0.507-0.3 0.707-0.18 0.2-0.41 0.3-0.68 0.3s-0.51-0.1-0.71-0.3-0.3-0.435-0.3-0.707c0-0.271 0.1-0.499 0.3-0.685 0.2-0.2 0.44-0.3 0.71-0.3zm0.32 11.244l0.43 0.215c-0.96 2.027-2 3.041-3.13 3.041-0.4 0-0.73-0.143-0.99-0.428-0.25-0.3-0.38-0.679-0.38-1.136 0-0.314 0.04-0.606 0.13-0.878 0.08-0.271 0.32-0.878 0.7-1.82l0.82-1.949c0.48-1.157 0.73-1.935 0.73-2.335 0-0.285-0.13-0.428-0.37-0.428-0.5 0-1.18 0.785-2.05 2.356l-0.43-0.257c1.01-1.856 1.98-2.784 2.91-2.784 0.39 0 0.7 0.142 0.94 0.428 0.25 0.285 0.37 0.657 0.37 1.114 0 0.542-0.3 1.549-0.88 3.02l-0.9 2.248c-0.37 0.928-0.56 1.535-0.56 1.821 0 0.257 0.12 0.385 0.34 0.385 0.28 0 0.63-0.242 1.05-0.728 0.45-0.5 0.87-1.128 1.27-1.885zm7.26-5.868c-0.43-0.029-0.93 0.221-1.5 0.75-0.56 0.514-1.08 1.206-1.56 2.077-0.97 1.728-1.46 3.177-1.46 4.348 0 0.914 0.36 1.371 1.07 1.371 1.16 0 2.25-1.135 3.28-3.406 0.7-1.542 1.09-2.82 1.18-3.834 0.02-0.371-0.05-0.678-0.24-0.921-0.19-0.242-0.44-0.371-0.77-0.385zm1.8-0.257h1.52c-0.36 0.957-0.84 2.356-1.46 4.198-0.65 1.985-0.98 3.334-0.98 4.048 0 0.3 0.11 0.45 0.34 0.45 0.5 0 1.2-0.971 2.1-2.913l0.47 0.193c-0.6 1.299-1.11 2.191-1.54 2.677-0.43 0.485-0.92 0.728-1.46 0.728-0.88 0-1.33-0.4-1.33-1.199 0-0.215 0.07-0.65 0.2-1.307-1.02 1.685-2.1 2.527-3.26 2.527-0.73 0-1.32-0.242-1.78-0.728-0.45-0.485-0.68-1.121-0.68-1.906 0-1.628 0.64-3.206 1.93-4.733 1.28-1.542 2.6-2.313 3.96-2.313 0.71 0 1.25 0.392 1.63 1.177l0.34-0.899zm4.4-4.691l0.12-0.492c1.08-0.043 2.29-0.114 3.65-0.214-0.12 0.385-0.2 0.664-0.26 0.835-0.16 0.443-0.38 1.114-0.67 2.013l-1.73 5.655c-0.83 2.698-1.24 4.354-1.24 4.968 0 0.443 0.13 0.664 0.38 0.664 0.36 0 0.8-0.385 1.33-1.156 0.27-0.4 0.58-0.928 0.92-1.585l0.49 0.236c-0.42 0.785-0.75 1.342-0.96 1.67-0.66 0.985-1.41 1.478-2.25 1.478-0.43 0-0.78-0.157-1.05-0.471s-0.4-0.714-0.4-1.2c0-0.599 0.24-1.692 0.72-3.277l1.89-6.146c0.41-1.357 0.62-2.121 0.62-2.292 0-0.257-0.1-0.429-0.3-0.514-0.2-0.1-0.62-0.157-1.26-0.172z" sodipodi:nodetypes="cccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc" stroke-width="1pt" fill="#fff"/>
<use id="use1325" opacity=".078652" xlink:href="#path93" transform="matrix(2.3944 0 0 2.3312 -82.964 -14.495)" height="1052.3622" width="320" y="0" x="0"/>
<g id="g839" filter="url(#filter48)" fill-rule="evenodd" transform="matrix(.058837 0 0 .058837 -4.7689 -3.2966)">
<path id="path805" d="m397.64 320.25-117.25-37.73l-29.65-157.68 94.34-95.688 48.518 17.52 90.297 88.949-86.254 184.64z" stroke="#000" stroke-width=".93619pt" fill="#fff"/>
<path id="path1791" d="m476.96 339.17c18.824 3.7644 22.59 16.942 18.824 20.706-3.7634 3.7654-13.175 7.5298-20.705 1.8821-7.5318-5.6465-7.5318-18.824 1.8813-22.588z" stroke-width="1pt"/>
<path id="path1792" d="m286.46 340.43c-1.8342 0.48921-17.158-12.716-29.293-6.5953-12.132 6.1196-20.276 19.823-8.9423 25.446 11.335 5.6232 19.438-0.86115 29.374-7.8386 9.9379-6.9764 9.5793-8.3206 8.8608-11.012z" stroke-width="1pt"/>
<path id="path1793" d="m510.36 306.93c10.237-2.5598 33.886 0 30.119 15.058-3.7633 15.062-35.764 9.4119-56.473 1.8852-1.8823-15.061 21.529-15.737 26.354-16.943z" stroke-width="1pt"/>
<path id="path831" d="m359.24 21.363c-11.313 0-22.606 4.3206-31.275 12.99l-154.09 154.06c-8.4969 8.4967-12.762 19.543-12.931 30.631h-0.0585c0 0.0395 0.0566 0.0774 0.0585 0.11702-0.002 0.18609-0.0585 0.36977-0.0585 0.55586h0.2633c2.9491 11.221 79.15 25.523 87.651 34.025 12.839 12.839-49.233 22.268-36.395 35.107 12.839 12.839 77.59 24.843 90.43 37.682 12.839 12.839-26.238 26.51-13.399 39.349s55.967-3.2094 48.155 30.28c17.338 17.338 53.512 9.0588 77.733-8.2795 12.839-12.839-24.629-11.707-11.79-24.546s45.247-12.908 72.555-43.621c-10.992-17.095-46.981-24.375-34.142-37.214s37.8-6.3179 91.659-30.777c26.292-11.941 24.12-21.01 24.019-32.006-0.002-0.23138 0-0.43973 0-0.67288h-0.0585c-0.16-11.07-4.46-22.12-12.95-30.62l-154.07-154.06c-8.66-8.667-19.99-12.987-31.3-12.987zm-1.3165 20.04c5.0295 0.13102 9.0916 3.9651 17.056 9.1279l72.789 53.977c0.79681 0.51671 1.5557 1.0557 2.2527 1.6091 0.69703 0.55327 1.3337 1.1401 1.9309 1.7261 0.5972 0.58495 1.14 1.1721 1.6383 1.7846 0.49726 0.61244 0.94845 1.2385 1.3458 1.8724 0.39844 0.6349 0.75476 1.2798 1.0532 1.9309 0.29867 0.65226 0.53281 1.325 0.7314 1.9894 0.19976 0.66341 0.36832 1.319 0.46811 1.9894 0.0999 0.67165 0.14627 1.3452 0.14627 2.0187l-43.123-20.83-4.3006 32.562-23.727-11.117-36.629 24.458-14.014-48.331-18.051 42.275-50.408 5.032 0.55587-22.439c0-5.3897 29.057-43.122 46.751-52.105l32.386-23.259c4.7787-3.0977 8.1289-4.35 11.147-4.2714zm-66.996 220.21c22.944 5.9503 48.476 13.757 68.957 13.897l0.87768 9.2157c-17.538-1.8078-54.648-10.276-63.398-14.745l-6.4363-8.3672z" stroke-width="1pt"/>
</g>
<use id="use2086" style="color:#000000" xlink:href="#path1124" transform="matrix(3.7991 0 0 3.7991 -428.74 -36.475)" height="1052.3622" fill-opacity=".11077" width="320.00000" y="0.0000000" x="0.0000000" font-family="sans-serif" fill="#ffffff"/>
<text id="text7519" opacity=".5" line-height="125%" xml:space="preserve" transform="rotate(90)" font-size="6.9693px" y="-326.81229" x="3.6203015" font-family="sans-serif" sodipodi:linespacing="125%" fill="#000000"><tspan id="tspan7521" sodipodi:role="line" x="3.6203015" style="letter-spacing:.29056" y="-326.81229">Χρήση <tspan id="tspan7523" font-weight="bold">Ctrl+κάτω βέλος</tspan> για κύλιση </tspan></text>
<path id="path7527" opacity=".5" style="color:#000000" d="m338.53 197.82-13.108-1.2709 7.6547-10.717z" fill-rule="evenodd" transform="matrix(.61496 .045496 .061919 -.45186 112.46 216.6)"/>
</g>
<text id="text1920" font-family="sans-serif" font-size="7" transform="scale(1.1307)" y="18.25828" x="176.24451" fill="#ffffff">
<tspan id="tspan1668" style="letter-spacing:2.1813" fill="#ffffff" dx="0 -0.57057059 0 0 0 0 0">::ΣΧΉΜΑΤΑ</tspan>
</text>
<!--Author: bulia byak, buliabyak@users.sf.net-->
<rect id="d0e15" display="none" height="1e3px" width="264" y="36" x="35"/>
<flowRoot font-family="sans-serif" font-size="7.2" font-style="italic" line-height="150%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e15"/>
</flowRegion>
<flowDiv xml:space="preserve">Αυτό το μάθημα καλύπτει τα τέσσαρα εργαλεία σχημάτων: ορθογώνιο, έλλειψη, αστέρι και σπείρες. Θα δείξουμε τις δυνατότητες των σχημάτων του Inkscape και θα δώσουμε παραδείγματα χρήσης.</flowDiv>
</flowRoot>
<rect id="d0e18" display="none" height="1e3px" width="264" y="70.87" x="35"/>
<flowRoot font-family="sans-serif" font-size="7.2" font-style="italic" line-height="150%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e18"/>
</flowRegion>
<flowDiv xml:space="preserve">Χρησιμοποιήστε <flowSpan font-weight="bold">Ctrl+βέλη</flowSpan>, <flowSpan font-weight="bold">τροχό ποντικιού</flowSpan>, ή <flowSpan font-weight="bold">σύρσιμο μεσαίου πλήκτρου</flowSpan> για να κυλήσετε τη σελίδα προς τα κάτω. Για τα βασικά δημιουργία αντικειμένου, επιλογή και μετασχηματισμός, δείτε το βασικό μάθημα στο <flowSpan font-family="sans-serif">Βοήθεια > Μαθήματα</flowSpan>.</flowDiv>
</flowRoot>
<rect id="d0e36" display="none" height="1e3px" width="288" y="122.53" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e36"/>
</flowRegion>
<flowDiv xml:space="preserve">Το Inkscape έχει τέσσερα ευέλικτα <flowSpan font-style="italic">εργαλεία σχημάτων</flowSpan>, κάθε εργαλείο ικανό για δημιουργία και επεξεργασία των δικών του μορφών σχήματος. Ένα σχήμα είναι ένα αντικείμενο το οποίο μπορείτε να τροποποιήσετε με μοναδικούς τρόπους για αυτή τη μορφή σχήματος, χρησιμοποιώντας συρόμενες <flowSpan font-style="italic">λαβές</flowSpan> και αριθμητικές <flowSpan font-style="italic">παραμέτρους</flowSpan> που καθορίζουν την εμφάνιση του σχήματος.</flowDiv>
</flowRoot>
<rect id="d0e48" display="none" height="1e3px" width="288" y="193.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e48"/>
</flowRegion>
<flowDiv xml:space="preserve">Π.χ., με ένα αστέρι μπορείτε να αλλάξετε τον αριθμό των κορυφών, το μήκος τους, τη γωνία τους, το στρογγύλεμα κλπ. — αλλά ένα αστέρι παραμένει αστέρι. Ένα σχήμα είναι “λιγότερο ελεύθερο” από ένα απλό μονοπάτι, αλλά είναι συχνά πιο ενδιαφέρον και χρήσιμο. Μπορείτε πάντοτε να μετατρέψετε ένα σχήμα σε μονοπάτι (<flowSpan font-weight="bold">Ctrl+Shift+C</flowSpan>), αλλά το αντίθετο δεν είναι δυνατό.</flowDiv>
</flowRoot>
<rect id="d0e54" display="none" height="1e3px" width="288" y="264.75" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e54"/>
</flowRegion>
<flowDiv xml:space="preserve">Τα εργαλεία σχήματος είναι <flowSpan font-style="italic">ορθογώνιο</flowSpan>, <flowSpan font-style="italic">έλλειψη</flowSpan>, <flowSpan font-style="italic">αστέρι</flowSpan>, and <flowSpan font-style="italic">σπείρα</flowSpan>. Πρώτα, ας δούμε πώς δουλεύουν τα εργαλεία σχήματος γενικά. Έπειτα θα εξερευνήσουμε κάθε μορφή σχήματος με λεπτομέρεια.</flowDiv>
</flowRoot>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="317.002655" x="10" font-family="sans-serif" fill="#000000">
<tspan y="317.002655" x="10">Γενικές συμβουλές</tspan>
</text>
<rect id="d0e75" display="none" height="1e3px" width="288" y="322.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e75"/>
</flowRegion>
<flowDiv xml:space="preserve">Ένα νέο σχήμα δημιουργείται <flowSpan font-weight="bold">σύροντας</flowSpan> στον καμβά με το αντίστοιχο εργαλείο. Αφού δημιουργηθεί το σχήμα (και όσο είναι επιλεγμένο), εμφανίζει τις λαβές του ως σημάδια λευκού ρόμβου, τετραγώνου, στρογγυλών σημείων (ανάλογα με τα εργαλεία), έτσι μπορείτε αμέσως να επεξεργαστείτε ότι δημιουργήσατε σύροντας αυτές τις λαβές.</flowDiv>
</flowRoot>
<rect id="d0e81" display="none" height="1e3px" width="288" y="393.47" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e81"/>
</flowRegion>
<flowDiv xml:space="preserve">Και τα τέσσερα είδη σχημάτων εμφανίζουν τις λαβές τους και στα τέσσερα εργαλεία σχήματος καθώς και στο εργαλείο κόμβου (<flowSpan font-weight="bold">F2</flowSpan>). Όταν το ποντίκι σας είναι πάνω από μια λαβή, σας λέει στη γραμμή κατάστασης τι θα κάνει αυτή η λαβή όταν συρθεί ή πατηθεί με διαφορετικούς τροποποιητές.</flowDiv>
</flowRoot>
<rect id="d0e87" display="none" height="1e3px" width="288" y="454.1" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e87"/>
</flowRegion>
<flowDiv xml:space="preserve">Επίσης, κάθε εργαλείο σχήματος εμφανίζει τις παραμέτρους του στη <flowSpan font-style="italic">γραμμή ελέγχων εργαλείου</flowSpan> (που τρέχει οριζόντια πάνω από τον καμβά). Συνήθως έχει μερικά αριθμητικά πεδία εισόδου και ένα κουμπί για επαναφορά των τιμών στα προεπιλεγμένα. Όταν σχήματα της τρέχουσας εγγενούς μορφής εργαλείου επιλέγονται, η επεξεργασία των τιμών στη γραμμή ελέγχων αλλάζει τα επιλεγμένα σχήματα.</flowDiv>
</flowRoot>
<rect id="d0e93" display="none" height="1e3px" width="288" y="536.11" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e93"/>
</flowRegion>
<flowDiv xml:space="preserve">Οποιαδήποτε αλλαγή γίνεται στους ελέγχους εργαλείου διατηρείται στη μνήμη και χρησιμοποιείται για το επόμενο αντικείμενο που σχεδιάζετε με αυτό το εργαλείο. Π.χ., μετά από αλλαγή του αριθμού των κορυφών αστεριού, τα νέα αστέρια θα έχουν αυτόν τον αριθμό κορυφών επίσης όταν σχεδιάζονται. Επιπλέον, ακόμα και απλή επιλογή ενός σχήματος στέλνει τις παραμέτρους της στη γραμμή ελέγχων εργαλείου και έτσι ορίζει τις τιμές για τα νεοδημιουργούμενα σχήματα αυτής της μορφής.</flowDiv>
</flowRoot>
<rect id="d0e96" display="none" height="1e3px" width="288" y="628.77" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e96"/>
</flowRegion>
<flowDiv xml:space="preserve">Όταν χρησιμοποιείτε ένα εργαλείο σχήματος, η επιλογή ενός αντικειμένου μπορεί να γίνει <flowSpan font-weight="bold">πατώντας</flowSpan> σε αυτό. <flowSpan font-weight="bold">Ctrl+πάτημα</flowSpan> (επιλογή σε ομάδα) και <flowSpan font-weight="bold">Alt+πάτημα</flowSpan> (επιλογή κάτω από) επίσης δουλεύουν όπως κάνουν στο εργαλείο επιλογέα. Το <flowSpan font-weight="bold">Esc</flowSpan> αποεπιλέγει.</flowDiv>
</flowRoot>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="691.557682" x="10" font-family="sans-serif" fill="#000000">
<tspan y="691.557682" x="10">Ορθογώνια</tspan>
</text>
<rect id="d0e117" display="none" height="1e3px" width="288" y="696.76" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e117"/>
</flowRegion>
<flowDiv xml:space="preserve">Ένα <flowSpan font-style="italic">ορθογώνιο</flowSpan> είναι το πιο απλό, αλλά ίσως το πιο κοινό σχήμα στη σχεδίαση και εικονογράφηση. Το Inkscape προσπαθεί να κάνει τη δημιουργία και επεξεργασία ορθογωνίων όσο το δυνατόν πιο εύκολη και βολική.</flowDiv>
</flowRoot>
<rect id="d0e123" display="none" height="1e3px" width="288" y="746.74" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e123"/>
</flowRegion>
<flowDiv xml:space="preserve">Μετάβαση στο εργαλείο ορθογωνίου με <flowSpan font-weight="bold">F4</flowSpan> ή πατώντας το κουμπί της γραμμής εργαλείου. Σχεδίαση ενός νέου ορθογωνίου δίπλα σε αυτό το μπλε:</flowDiv>
</flowRoot>
<text id="shapes-f01-el.svgtext1578" opacity=".065574" xml:space="preserve" transform="translate(10 794.08)" font-size="16.8" y="26.427183" x="44.104698" font-family="serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f01-el.svgtspan1451" y="26.427183" x="44.104698" sodipodi:role="line">Σχεδίαση εδώ</tspan></text>
<rect id="shapes-f01-el.svgrect1449" style="color:#000000" fill-rule="evenodd" fill-opacity=".75" transform="translate(10 794.08)" height="53.706" width="77.318" stroke="#000" y="0.625" x="184.79" stroke-width="1pt" fill="#00f"/>
<rect id="d0e139" display="none" height="1e3px" width="288" y="861.12" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e139"/>
</flowRegion>
<flowDiv xml:space="preserve">Έπειτα, χωρίς να αφήσετε το εργαλείο ορθογωνίου, αλλάξτε επιλογή από ένα ορθογώνιο σε ένα άλλο πατώντας το.</flowDiv>
</flowRoot>
<rect id="d0e142" display="none" height="1e3px" width="288" y="889.83" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e142"/>
</flowRegion>
<flowDiv xml:space="preserve">Συντομεύσεις σχεδίασης ορθογωνίου:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 914.01)"/>
<rect id="d0e148" display="none" height="1e3px" width="258" y="908.01" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e148"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Ctrl</flowSpan>, σχεδιάστε ένα τετράγωνο ή ένα ορθογώνιο με ακέραια αναλογία (2:1, 3:1, κλπ.).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 942.72)"/>
<rect id="d0e155" display="none" height="1e3px" width="258" y="936.72" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e155"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Shift</flowSpan>, σχεδιάστε γύρω από το αρχικό σημείο ως κέντρο.</flowDiv>
</flowRoot>
<rect id="d0e162" display="none" height="1e3px" width="288" y="954.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e162"/>
</flowRegion>
<flowDiv xml:space="preserve">Καθώς βλέπετε, το επιλεγμένο ορθογώνιο (το μόλις σχεδιασμένο ορθογώνιο είναι πάντοτε επιλεγμένο) εμφανίζει τρεις λαβές σε τρεις γωνίες του. Στην πραγματικότητα είναι τέσσερις λαβές , αλλά οι δυο τους (στην επάνω δεξιά γωνία) επικαλύπτονται εάν το ορθογώνιο δεν είναι στρογγυλεμένο. Αυτές οι δύο είναι οι <flowSpan font-style="italic">λαβές στρογγυλέματος</flowSpan>. Οι άλλες δύο (πάνω αριστερά και κάτω δεξιά) είναι <flowSpan font-style="italic">λαβές αλλαγής μεγέθους</flowSpan>.</flowDiv>
</flowRoot>
<rect id="d0e171" display="none" height="1e3px" width="288" y="1036.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e171"/>
</flowRegion>
<flowDiv xml:space="preserve">Ας κοιτάξουμε τις λαβές στρογγυλέματος πρώτα. Πιάστε μια λαβή και σύρτε την κάτω. Κι οι τέσσερις γωνίες του ορθογωνίου γίνονται στρογγυλεμένες και μπορείτε να δείτε τώρα τη δεύτερη λαβή στρογγυλέματος— παραμένει στην αρχική θέση στη γωνία. Εάν θέλετε κυκλικά στρογγυλεμένες γωνίες, δεν χρειάζεται τίποτα άλλο. Εάν θέλετε γωνίες που είναι στρογγυλεμένες πιο μακριά κατά μήκος μιας πλευράς παρά προς την άλλη, μπορείτε να μετακινήσετε την άλλη λαβή προς τα αριστερά.</flowDiv>
</flowRoot>
<rect id="d0e174" display="none" height="1e3px" width="288" y="1129.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e174"/>
</flowRegion>
<flowDiv xml:space="preserve">Ιδού, τα δύο πρώτα ορθογώνια που έχουν κυκλικές στρογγυλεμένες γωνίες και οι άλλες δύο έχουν ελλειπτικές στρογγυλεμένες γωνίες:</flowDiv>
</flowRoot>
<text id="shapes-f02-el.svgtext3150" line-height="120.00000%" xml:space="preserve" transform="translate(10 1166.2)" sodipodi:linespacing="120.00000%" font-size="5.9589" y="4.9780722" x="196.08449" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f02-el.svgtspan3151" sodipodi:role="line" x="196.08449" y="4.9780722">Ελλειπτικές στρογγυλευμένες γωνίες</tspan></text>
<text id="shapes-f02-el.svgtext3143" line-height="120.00000%" xml:space="preserve" transform="translate(10 1166.2)" sodipodi:linespacing="120.00000%" font-size="5.9589" y="-2.6239278" x="47.265598" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f02-el.svgtspan3144" sodipodi:role="line" x="47.265598" y="-2.6239278"/><tspan id="shapes-f02-el.svgtspan3146"/><tspan id="shapes-f02-el.svgtspan3148" sodipodi:role="line" x="47.265598" y="4.5267232">Κυκλικές στρογγυλευμένες γωνίες</tspan></text>
<rect id="shapes-f02-el.svgrect1185" ry="7.1429" fill-rule="evenodd" fill-opacity=".75" transform="translate(10 1166.2)" height="33.94" width="56.849" stroke="#000" y="11.833" x="17.277" stroke-width="1pt" fill="#00f"/>
<rect id="shapes-f02-el.svgrect1186" ry="16.97" fill-rule="evenodd" fill-opacity=".75" transform="translate(10 1166.2)" height="33.94" width="56.849" stroke="#000" y="11.833" x="92.003" stroke-width="1pt" fill="#00f"/>
<rect id="shapes-f02-el.svgrect1187" ry="16.97" fill-rule="evenodd" fill-opacity=".75" rx="6.6372" transform="translate(10 1166.2)" height="33.94" width="56.849" stroke="#000" y="11.833" x="168.13" stroke-width="1pt" fill="#00f"/>
<rect id="shapes-f02-el.svgrect1188" ry="5.9394" fill-rule="evenodd" fill-opacity=".75" rx="24.046" transform="translate(10 1166.2)" height="33.94" width="56.849" stroke="#000" y="11.833" x="242.69" stroke-width="1pt" fill="#00f"/>
<rect id="d0e187" display="none" height="1e3px" width="288" y="1224.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e187"/>
</flowRegion>
<flowDiv xml:space="preserve">Με επιλεγμένο το εργαλείο ορθογωνίου ακόμα, πατήστε σε αυτά τα ορθογώνια για επιλογή και παρατηρήστε τις λαβές στρογγυλέματός τους.</flowDiv>
</flowRoot>
<rect id="d0e190" display="none" height="1e3px" width="288" y="1263.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e190"/>
</flowRegion>
<flowDiv xml:space="preserve">Συχνά η ακτίνα και το σχήμα των στρογγυλεμένων γωνιών πρέπει να είναι σταθερά μες τη συνολική σύνθεση, ακόμα κι αν τα μεγέθη των ορθογωνίων είναι διαφορετικά (σκεφτείτε διαγράμματα με στρογγυλεμένα κουτά ποικίλων μεγεθών). Το Inkscape το κάνει εύκολα. Μετάβαση στο εργαλείο επιλογέα. Στη γραμμή ελέγχων εργαλείου, υπάρχει μια ομάδα τεσσάρων κουμπιών εναλλαγής, το δεύτερο από αριστερά δείχνει δύο ομόκεντρες στρογγυλεμένες γωνίες. Έτσι ελέγχετε εάν η στρογγυλεμένη γωνία κλιμακώνεται όταν το ορθογώνιο κλιμακώνεται ή όχι.</flowDiv>
</flowRoot>
<rect id="d0e193" display="none" height="1e3px" width="288" y="1367" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e193"/>
</flowRegion>
<flowDiv xml:space="preserve">Π.χ., ιδού το αρχικό κόκκινο ορθογώνιο διπλασιάζεται και κλιμακώνεται πολλές φορές, επάνω και κάτω, σε διαφορετικές αναλογίες, με το κουμπί “κλιμάκωση στρογγυλεμένων γωνιών” <flowSpan font-style="italic">ανενεργό</flowSpan>:</flowDiv>
</flowRoot>
<text id="shapes-f03-el.svgtext3161" sodipodi:linespacing="140.00000%" transform="translate(10 1425)" xml:space="preserve" line-height="140.00000%" font-size="5.9589" y="145.20607" x="37.091438" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f03-el.svgtspan3162" y="145.20607" x="37.091438" sodipodi:role="line">Κλιμάκωση στρογγυλευμένων ορθογωνίων </tspan><tspan id="shapes-f03-el.svgtspan3166" y="153.54850" x="37.091438" sodipodi:role="line">Με "κλιμάκωση στρογγυλευμένων γωνιών" ΑΝΕΝΕΡΓΗ</tspan><tspan id="shapes-f03-el.svgtspan3164" y="161.89092" x="37.091438" sodipodi:role="line"/></text>
<rect id="shapes-f03-el.svgrect2134" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6372" transform="translate(10 1425)" height="122.77" width="196.91" stroke="#000" y=".32251" x="69.228" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect2133" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6372" transform="translate(10 1425)" height="63.106" width="196.91" stroke="#000" y=".32092" x="69.228" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect2756" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6372" transform="translate(10 1425)" height="105.78" width="151.47" stroke="#000" y=".32849" x="114.8" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect2130" ry="16.97" fill-rule="evenodd" fill-opacity=".75" rx="6.6372" transform="translate(10 1425)" height="63.106" width="82.83" stroke="#000" y=".32092" x="183.43" stroke-width=".625" fill="#ff0004"/>
<rect id="shapes-f03-el.svgrect2757" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6371" transform="translate(10 1425)" height="55.115" width="60.756" stroke="#000" y=".33191" x="205.56" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect2759" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6372" transform="translate(10 1425)" height="149.52" width="47.954" stroke="#000" y=".33081" x="218.34" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect2758" ry="16.97" stroke-dasharray="0.62500000 1.2500000" fill-rule="evenodd" fill-opacity=".11037" rx="6.6371" transform="translate(10 1425)" height="28.79" width="38.352" stroke="#000" y=".31225" x="227.64" stroke-width=".625" fill="#00f"/>
<rect id="shapes-f03-el.svgrect1911" ry="16.97" stroke-dasharray="0.62499992 1.2499998" fill-rule="evenodd" fill-opacity=".11037" rx="6.6371" transform="translate(10 1425)" height="41.087" width="229.82" stroke="#000" y=".35815" x="36.352" stroke-width="0.625" fill="#00f"/>
<rect id="d0e209" display="none" height="1e3px" width="288" y="1591.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e209"/>
</flowRegion>
<flowDiv xml:space="preserve">Σημειώστε ότι το μέγεθος και σχήμα των στρογγυλεμένων γωνιών είναι το ίδιο σε όλα τα ορθογώνια, έτσι ώστε το στρογγύλεμα να ευθυγραμμίζεται ακριβώς στην πάνω δεξιά γωνία, όπου όλες συναντώνται. Όλα τα διάστικτα μπλε ορθογώνια παίρνονται από το αρχικό κόκκινο ορθογώνιο απλά με κλιμάκωση στον επιλογέα, χωρίς καμία χειροκίνητη επαναρρύθμιση των λαβών στρογγυλέματος.</flowDiv>
</flowRoot>
<rect id="d0e212" display="none" height="1e3px" width="288" y="1663.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e212"/>
</flowRegion>
<flowDiv xml:space="preserve">Για σύγκριση, ιδού η ίδια σύνθεση αλλά τώρα δημιουργημένη με το κουμπί “κλιμάκωση στρογγυλεμένων γωνιών” <flowSpan font-style="italic">ενεργό</flowSpan>:</flowDiv>
</flowRoot>
<text id="shapes-f04-el.svgtext3168" sodipodi:linespacing="140.00000%" transform="translate(10 1699.9)" xml:space="preserve" line-height="140.00000%" font-size="5.9589" y="145.20508" x="37.091438" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f04-el.svgtspan3169" y="145.20508" x="37.091438" sodipodi:role="line">Κλιμάκωση στρογγυλευμένων ορθογωνίων </tspan><tspan id="shapes-f04-el.svgtspan3171" y="153.54750" x="37.091438" sodipodi:role="line">Με "κλιμάκωση στρογγυλευμένων γωνιών" ΕΝΕΡΓΗ</tspan><tspan id="shapes-f04-el.svgtspan3173" y="161.88993" x="37.091438" sodipodi:role="line"/></text>
<rect id="shapes-f04-el.svgrect2217" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width="0.625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="15.76" ry="16.984" width="196.68" height="63.16" stroke-dasharray="0.62499982 1.2499996" y=".40561" x="62.142"/>
<rect id="shapes-f04-el.svgrect2218" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width="0.625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="15.76" ry="32.93" width="196.68" height="122.46" stroke-dasharray="0.62499984 1.2499996" y=".33054" x="62.142"/>
<rect id="shapes-f04-el.svgrect2216" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width=".625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="12.157" ry="28.506" width="151.72" height="106.01" stroke-dasharray="0.62500000 1.2500000" y=".35556" x="107.19"/>
<rect id="shapes-f04-el.svgrect1589" ry="16.97" fill-rule="evenodd" fill-opacity=".75" rx="6.6372" transform="translate(10 1699.9)" height="63.106" width="82.83" stroke="#000" y=".31943" x="176.34" stroke-width=".625" fill="#ff0004"/>
<rect id="shapes-f04-el.svgrect2220" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width="0.625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="3.8557" ry="40.031" width="48.118" height="148.86" stroke-dasharray="0.62500035 1.2500006" y=".32016" x="210.94"/>
<rect id="shapes-f04-el.svgrect2221" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width="0.625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="4.8443" ry="14.801" width="60.456" height="55.042" stroke-dasharray="0.62500014 1.2500003" y=".38217" x="198.64"/>
<rect id="shapes-f04-el.svgrect2222" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width="0.625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="3.0813" ry="7.8653" width="38.454" height="29.249" stroke-dasharray="0.62499970 1.2499994" y=".31296" x="220.76"/>
<rect id="shapes-f04-el.svgrect1912" fill-opacity=".11037" transform="translate(10 1699.9)" stroke="#000" stroke-width=".625" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="18.207" ry="11.527" width="227.21" height="42.865" stroke-dasharray="0.62499996 1.2499999" y=".31247" x="31.024"/>
<rect id="d0e228" display="none" height="1e3px" width="288" y="1866.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e228"/>
</flowRegion>
<flowDiv xml:space="preserve">Τώρα οι στρογγυλεμένες γωνίες είναι τόσο διαφορετικές όσο και τα ορθογώνια στα οποία ανήκουν και δεν υπάρχει καμία συμφωνία στην πάνω δεξιά γωνία (εστιάστε για να δείτε). Αυτό είναι το ίδιο (ορατό) αποτέλεσμα που θα μπορούσατε να πάρετε μετατρέποντας το αρχικό ορθογώνιο σε μονοπάτι (<flowSpan font-weight="bold">Ctrl+Shift+C</flowSpan>)και κλιμακώνοντας το ως μονοπάτι.</flowDiv>
</flowRoot>
<rect id="d0e234" display="none" height="1e3px" width="288" y="1938" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e234"/>
</flowRegion>
<flowDiv xml:space="preserve">Ιδού οι συντομεύσεις για τις λαβές στρογγυλέματος ενός ορθογωνίου:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 1962)"/>
<rect id="d0e240" display="none" height="1e3px" width="258" y="1956" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e240"/>
</flowRegion>
<flowDiv xml:space="preserve">Σύρσιμο με <flowSpan font-weight="bold">Ctrl</flowSpan> για να κάνετε την άλλη ακτίνα ίδια (κυκλικό στρογγύλεμα).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 1990.7)"/>
<rect id="d0e247" display="none" height="1e3px" width="258" y="1984.7" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e247"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Ctrl+κλικ</flowSpan> για να κάνετε την άλλη ακτίνα ίδια χωρίς σύρσιμο.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 2019.4)"/>
<rect id="d0e253" display="none" height="1e3px" width="258" y="2013.4" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e253"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+κλικ</flowSpan> για μετακίνηση στρογγυλέματος.</flowDiv>
</flowRoot>
<rect id="d0e259" display="none" height="1e3px" width="288" y="2031.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e259"/>
</flowRegion>
<flowDiv xml:space="preserve">Ίσως να προσέξατε ότι η γραμμή ελέγχων του εργαλείου ορθογώνιο δείχνει την οριζόντια (<flowSpan font-style="italic">Rx</flowSpan>) και κάθετη (<flowSpan font-style="italic">Ry</flowSpan>) ακτίνα στρογγυλέματος για το επιλεγμένο ορθογώνιο και σας επιτρέπει να τις ορίσετε με ακρίβεια χρησιμοποιώντας οποιεσδήποτε μονάδες μήκους. Το κουμπί <flowSpan font-family="sans-serif">όχι στρογγυλεμένο</flowSpan> κάνει ότι λέει — αφαιρεί το στρογγύλεμα από τα επιλεγμένα ορθογώνια.</flowDiv>
</flowRoot>
<rect id="d0e271" display="none" height="1e3px" width="288" y="2102.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e271"/>
</flowRegion>
<flowDiv xml:space="preserve">Ένα σημαντικό πλεονέκτημα αυτών των ελέγχων είναι ότι μπορούν να επηρεάσουν πολλά ορθογώνια ταυτόχρονα. Π.χ., εάν θέλετε να αλλάξετε όλα τα ορθογώνια στη στρώση, απλά κάντε <flowSpan font-weight="bold">Ctrl+A</flowSpan> (<flowSpan font-family="sans-serif">Επιλογή όλων</flowSpan>) και ορίστε τις παραμέτρους που χρειάζεστε στη γραμμή ελέγχων. Εάν επιλεγεί οποιοδήποτε μη ορθογώνιο θα αγνοηθεί — μόνο ορθογώνια μπορούν να αλλάξουν.</flowDiv>
</flowRoot>
<rect id="d0e280" display="none" height="1e3px" width="288" y="2174" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e280"/>
</flowRegion>
<flowDiv xml:space="preserve">Τώρα, ας ρίξουμε μια ματιά στις λαβές αλλαγής μεγέθους του ορθογωνίου. Ίσως διερωτάστε τι τις χρειαζόμαστε, εάν μπορούμε απλά να αλλάξουμε μέγεθος του ορθογωνίου με τον επιλογέα;</flowDiv>
</flowRoot>
<rect id="d0e283" display="none" height="1e3px" width="288" y="2213.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e283"/>
</flowRegion>
<flowDiv xml:space="preserve">Το πρόβλημα με τον επιλογέα είναι ότι η ιδέα του οριζόντιου και κάθετου είναι πάντοτε αυτή της σελίδας του εγγράφου. Αντίθετα, οι λαβές μεγέθους του ορθογωνίου το κλιμακώνουν <flowSpan font-style="italic">κατά μήκος των πλευρών αυτού του ορθογωνίου</flowSpan>, ακόμα κι αν το ορθογώνιο περιστρέφεται ή στρεβλώνεται. Π.χ., δοκιμάστε να αλλάξετε μέγεθος αυτού του ορθογωνίου πρώτα με τον επιλογέα και έπειτα με τις λαβές αλλαγής μεγέθους του στο εργαλείο ορθογωνίου:</flowDiv>
</flowRoot>
<rect id="shapes-f05-el.svgrect2270" fill-opacity=".99666" transform="translate(10 2303.3) matrix(.69601 -.71803 -.95272 -.30385 0 0)" stroke="#000" stroke-width="1pt" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="5.8251" ry="3.8355" width="41.625" height="64.103" y="-179.49" x="7.7759"/>
<rect id="d0e299" display="none" height="1e3px" width="288" y="2363.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e299"/>
</flowRegion>
<flowDiv xml:space="preserve">Αφού οι λαβές αλλαγής μεγέθους είναι δύο, μπορείτε να αλλάξετε μέγεθος στο ορθογώνιο σε κάθε κατεύθυνση ή ακόμα να το μετακινήσετε κατά μήκος των πλευρών του. Οι λαβές αλλαγής μεγέθους διατηρούν πάντοτε τις ακτίνες στρογγυλέματος.</flowDiv>
</flowRoot>
<rect id="d0e302" display="none" height="1e3px" width="288" y="2413.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e302"/>
</flowRegion>
<flowDiv xml:space="preserve">Ιδού οι συντμήσεις για τις λαβές αλλαγής μεγέθους:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 2437.8)"/>
<rect id="d0e308" display="none" height="1e3px" width="258" y="2431.8" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e308"/>
</flowRegion>
<flowDiv xml:space="preserve">Σύρσιμο με <flowSpan font-weight="bold">Ctrl</flowSpan> για πρόσδεση στις πλευρές ή τη διαγώνιο του ορθογωνίου. Με άλλα λόγια, το <flowSpan font-weight="bold">Ctrl</flowSpan> διατηρεί είτε πλάτος, ή ύψος, την αναλογία πλάτους/ύψος του ορθογωνίου (πάλι, στο δικό του σύστημα συντεταγμένων που μπορεί να περιστραφεί ή στρεβλωθεί).</flowDiv>
</flowRoot>
<rect id="d0e318" display="none" height="1e3px" width="288" y="2492.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e318"/>
</flowRegion>
<flowDiv xml:space="preserve">Εδώ είναι το ίδιο ορθογώνιο, με τις γκρι διάστικτες γραμμές να δείχνουν τις κατευθύνσεις προς τις οποίες οι λαβές αλλαγής μεγέθους κολλούν όταν σύρονται με <flowSpan font-weight="bold">Ctrl</flowSpan> (δοκιμάστε το):</flowDiv>
</flowRoot>
<g id="shapes-f06-el.svgg6992" transform="translate(10 370.2)" stroke="#cfcfcf" sodipodi:insensitive="true" fill="none">
<path id="shapes-f06-el.svgpath6370" d="m200.86 2297.1l-80.74-126.8" sodipodi:nodetypes="cc" stroke-dasharray="1.7028247 1.7028247" stroke-width="1.7028"/>
<path id="shapes-f06-el.svgpath6369" d="m148.58 2287.9l91.85-95.6" stroke-dasharray="1.7028245 1.7028245" stroke-width="1.7028"/>
<path id="shapes-f06-el.svgpath6368" d="m79.483 2277.2l91.847-95.5" stroke-dasharray="1.7028245 1.7028245" stroke-width="1.7028"/>
<path id="shapes-f06-el.svgpath6367" d="m54.316 2219.7l193.8 62.1" stroke-dasharray="1.7028220 1.7028220" stroke-width="1.7028"/>
<path id="shapes-f06-el.svgpath5743" d="m77.695 2188.1l193.8 62.2" stroke-dasharray="1.7028220 1.7028220" stroke-width="1.7028"/>
</g>
<rect id="shapes-f06-el.svgrect5742" fill-opacity=".99666" transform="translate(10 2539.7) matrix(.69601 -.71803 -.95272 -.30385 0 0)" stroke="#000" stroke-width="1pt" fill="#00f" style="color:#000000" fill-rule="evenodd" rx="5.825" ry="3.8355" width="41.625" height="64.103" y="-211.02" x="-35.379"/>
<flowRoot id="shapes-f06-el.svgflowRoot2609" xml:space="preserve" transform="translate(10 2539.7)" font-size="6" font-family="sans-serif" fill="#000000"><flowRegion id="shapes-f06-el.svgflowRegion2611"><rect id="shapes-f06-el.svgrect2613" height="26.786" width="115" y="120.93" x="78.571"/></flowRegion><flowPara id="shapes-f06-el.svgflowPara2615">Πρόσδεση του ορθογωνίου - αλλαγή μεγέθους λαβών με Ctrl</flowPara></flowRoot>
<rect id="d0e334" display="none" height="1e3px" width="288" y="2686.3" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e334"/>
</flowRegion>
<flowDiv xml:space="preserve">Πλαγιάζοντας και περιστρέφοντας ένα ορθογώνιο, έπειτα διπλασιάζοντας το και αλλάζοντας μέγεθος με τις λαβές αλλαγής μεγέθους του, μπορείτε να δημιουργήσετε εύκολα τρισδιάστατες συνθέσεις:</flowDiv>
</flowRoot>
<rect id="shapes-f07-el.svgrect3610" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="14.448" width="18.786" stroke="#fff" y="170.13" x="233.42" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3609" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="41.475" width="17.586" stroke="#fff" y="84.772" x="174.11" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3605" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="15.283" width="57.99" stroke="#fff" y="37.3" x="116.36" stroke-width=".37599" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect2965" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="18.241" width="32.88" stroke="#fff" y="-2.9686" x="45.949" stroke-width=".375" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect2966" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="30.551" width="18.205" stroke="#fff" y="48.819" x="74.597" stroke-width="0.375" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3596" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="30.543" width="32.942" stroke="#fff" y="12.017" x="27.846" stroke-width=".375" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3597" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="18.241" width="72.439" stroke="#fff" y="56.339" x="185.25" stroke-width=".53154" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3598" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="14.448" width="41.99" stroke="#fff" y="141.29" x="182.59" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3599" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="18.241" width="25.786" stroke="#fff" y="86.052" x="284.9" stroke-width=".53154" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3600" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="30.543" width="25.67" stroke="#fff" y="52.214" x="189.23" stroke-width=".37599" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3601" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="34.392" width="11.664" stroke="#fff" y="-6.5882" x="194.35" stroke-width=".37599" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3602" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="49.333" width="17.911" stroke="#fff" y="106.61" x="224.88" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3603" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="23.517" width="25.707" stroke="#fff" y="74.723" x="232.12" stroke-width=".53154" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3604" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="45.515" width="25.67" stroke="#fff" y="49.235" x="141.66" stroke-width=".37599" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3606" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="31.882" width="11.598" stroke="#fff" y="-45.157" x="182.24" stroke-width=".53154" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3607" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="45.788" width="23.587" stroke="#fff" y="141.29" x="182.59" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3608" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99472 .10266 0 1 0 0)" height="30.543" width="25.67" stroke="#fff" y="-2.7308" x="133.79" stroke-width=".37599" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3611" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="30.657" width="9.7845" stroke="#fff" y="170.05" x="234.5" stroke-width=".39259" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect3612" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.99480 .10183 -.91351 .40681 0 0)" height="18.241" width="25.212" stroke="#fff" y="-24.113" x="128.84" stroke-width=".53154" fill="#ff6300"/>
<rect id="shapes-f07-el.svgrect1913" style="color:#000000" fill-rule="evenodd" transform="translate(10 2744.3) matrix(.91237 -.40937 0 1 0 0)" height="20.233" width="31.198" stroke="#fff" y="106.61" x="224.88" stroke-width=".39259" fill="#ff6300"/>
<flowRoot id="shapes-f07-el.svgflowRoot2632" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(8 2734.3)" font-size="6px" font-family="sans-serif" fill="#000000"><flowRegion id="shapes-f07-el.svgflowRegion2634"><rect id="shapes-f07-el.svgrect2636" height="43.571" width="61.786" y="61.648" x="27.5"/></flowRegion><flowPara id="shapes-f07-el.svgflowPara2638">3 αρχικά ορθογώνια</flowPara></flowRoot>
<flowRoot id="shapes-f07-el.svgflowRoot2640" xml:space="preserve" transform="translate(10 2744.3)" font-size="6" font-family="sans-serif" fill="#000000"><flowRegion id="shapes-f07-el.svgflowRegion2642"><rect id="shapes-f07-el.svgrect2644" height="90.357" width="56.786" y="12.005" x="241.07"/></flowRegion><flowPara id="shapes-f07-el.svgflowPara2646">Πολλά αντιγραμμένα ορθογώνια και κλιμακωμένα με τις λαβές, κυρίως με Ctrl</flowPara></flowRoot>
<rect id="d0e347" display="none" height="1e3px" width="288" y="2868.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e347"/>
</flowRegion>
<flowDiv xml:space="preserve">Ιδού μερικά περισσότερα παραδείγματα συνθέσεων ορθογωνίου, συμπεριλαμβάνοντας στρογγύλεμα και γεμίσματα διαβαθμίσεων:</flowDiv>
</flowRoot>
<defs id="shapes-f08-el.svgdefs3">
<linearGradient id="shapes-f08-el.svglinearGradient2343">
<stop id="shapes-f08-el.svgstop2344" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2345" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4147" y2="3040.9" xlink:href="#shapes-f08-el.svglinearGradient2343" gradientUnits="userSpaceOnUse" y1="3040.9" gradientTransform="matrix(.57632 -3.0007e-7 -2.1401e-8 .43379 -1180.9 -1144.8)" x2="2679.7" x1="2642.4" inkscape:collect="always"/>
<linearGradient id="shapes-f08-el.svglinearGradient4150" y2="2983.1" gradientUnits="userSpaceOnUse" y1="2983.1" gradientTransform="matrix(.52552 -2.7362e-7 -2.347e-8 .47572 -1169.7 -1125)" x2="3164.1" x1="3063.7" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2352" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2353" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4153" y2="3040.9" xlink:href="#shapes-f08-el.svglinearGradient2343" gradientUnits="userSpaceOnUse" y1="3040.9" gradientTransform="matrix(.57632 -3.0007e-7 -2.1401e-8 .43379 -1151 -1104.4)" x2="2679.7" x1="2642.4" inkscape:collect="always"/>
<linearGradient id="shapes-f08-el.svglinearGradient4156" y2="2637.3" gradientUnits="userSpaceOnUse" y1="2637.3" gradientTransform="matrix(.48467 -2.5235e-7 -2.5448e-8 .51582 -1151 -1104.4)" x2="3327.6" x1="3268.3" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2348" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2349" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4159" y2="3355.9" gradientUnits="userSpaceOnUse" y1="3355.9" gradientTransform="matrix(.57329 -2.985e-7 -2.1514e-8 .43608 -1182 -1081.5)" x2="2930.7" x1="2820" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2356" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2357" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4162" y2="2131.1" gradientUnits="userSpaceOnUse" y1="2131.1" gradientTransform="matrix(.36798 -1.9159e-7 -3.3518e-8 .67940 -1050.3 -1010.3)" x2="4643.3" x1="4567" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2360" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2361" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4165" y2="2797.5" gradientUnits="userSpaceOnUse" y1="2797.5" gradientTransform="matrix(.47122 -2.4535e-7 -2.6174e-8 .53054 -1151 -1104.4)" x2="3752.3" x1="3510.8" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2364" stop-color="#1c3e8b" offset="0"/>
<stop id="shapes-f08-el.svgstop2365" stop-color="#1c3e8b" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4168" y2="-405.69" gradientUnits="userSpaceOnUse" y1="-405.69" gradientTransform="matrix(.17002 -9.0491e-8 1.7889e-7 .38707 -556.01 144.29)" x2="1847.3" x1="1751" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2290" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2291" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4171" y2="-613.84" gradientUnits="userSpaceOnUse" y1="-613.84" gradientTransform="matrix(.21205 -1.1286e-7 1.4343e-7 .31034 -556.01 144.29)" x2="1468.1" x1="1403.7" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2294" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2295" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4174" y2="-913.09" gradientUnits="userSpaceOnUse" y1="-913.09" gradientTransform="matrix(.33702 -1.7938e-7 9.0243e-8 .19526 -556.01 144.29)" x2="1034.5" x1="902.99" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2298" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2299" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4177" y2="-699.84" gradientUnits="userSpaceOnUse" y1="-699.84" gradientTransform="matrix(.24763 -1.318e-7 1.2282e-7 .26575 -556.01 144.29)" x2="1520.1" x1="1457" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2302" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2303" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4180" y2="-754.11" gradientUnits="userSpaceOnUse" y1="-754.11" gradientTransform="matrix(.21205 -1.1286e-7 1.4343e-7 .31034 -556.01 144.29)" x2="1699" x1="1634.6" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2306" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2307" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4183" y2="-506.86" gradientUnits="userSpaceOnUse" y1="-506.86" gradientTransform="matrix(.15910 -8.4678e-8 1.9117e-7 .41364 -556.01 144.29)" x2="2318.4" x1="2203.9" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2310" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2311" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4186" y2="-923.98" gradientUnits="userSpaceOnUse" y1="-923.98" gradientTransform="matrix(.30791 -1.6388e-7 9.8776e-8 .21372 -556.01 144.29)" x2="1197.9" x1="1090.1" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2314" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2315" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4189" y2="-750.32" gradientUnits="userSpaceOnUse" y1="-750.32" gradientTransform="matrix(.26501 -1.4105e-7 1.1477e-7 .24832 -556.01 144.29)" x2="1343" x1="1237" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2318" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2319" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
<linearGradient id="shapes-f08-el.svglinearGradient4192" y2="-406.24" gradientUnits="userSpaceOnUse" y1="-406.24" gradientTransform="matrix(.14897 -7.9288e-8 2.0416e-7 .44176 -556.01 144.29)" x2="2389.1" x1="2298.4" inkscape:collect="always">
<stop id="shapes-f08-el.svgstop2322" stop-color="#e08f0d" offset="0"/>
<stop id="shapes-f08-el.svgstop2323" stop-color="#e08f0d" stop-opacity="0" offset="1"/>
</linearGradient>
</defs>
<rect id="shapes-f08-el.svgrect1001" opacity=".27541" ry="7.9254" style="color:#000000" fill-rule="evenodd" rx="7.9946" transform="translate(10 2905.6) matrix(.98329 .18206 -.62938 .77709 0 0)" height="42.484" width="14.215" y="24.73" x="52.983" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1002" opacity=".27541" ry="7.9254" style="color:#000000" fill-rule="evenodd" rx="6.9707" transform="translate(10 2905.6) matrix(.98329 .18206 -.62938 .77709 0 0)" height="83.705" width="13.941" y="9.1277" x="73.67" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1003" opacity=".27541" ry="7.9254" style="color:#000000" fill-rule="evenodd" rx="7.9946" transform="translate(10 2905.6) matrix(.98329 .18206 -.62938 .77709 0 0)" height="90.342" width="15.751" y="-22.943" x="94.022" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1004" opacity=".27541" ry="7.9254" style="color:#000000" fill-rule="evenodd" rx="7.9946" transform="translate(10 2905.6) matrix(.98329 .18206 -.62938 .77709 0 0)" height="69.735" width="15.688" y="-2.3354" x="116.44" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1005" opacity=".27541" ry="7.9131" style="color:#000000" fill-rule="evenodd" rx="7.9959" transform="translate(10 2905.6) matrix(.59704 -.80221 -.98591 -.16727 0 0)" height="87.653" width="12.887" y="-135.39" x="-63.5" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1006" opacity=".27541" ry="7.9131" style="color:#000000" fill-rule="evenodd" rx="7.9959" transform="translate(10 2905.6) matrix(.59704 -.80221 -.98591 -.16727 0 0)" height="87.653" width="13.113" y="-135.39" x="-42.204" fill="#1c768b"/>
<rect id="shapes-f08-el.svgrect1628" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="39.812" width="13.271" stroke="#000" y="-55.075" x="-213.5" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4192)"/>
<rect id="shapes-f08-el.svgrect1629" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="26.084" width="27.843" stroke="#000" y="-55.075" x="-228.07" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4189)"/>
<rect id="shapes-f08-el.svgrect1630" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="22.814" width="32.956" stroke="#000" y="-64.596" x="-220.23" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4186)"/>
<rect id="shapes-f08-el.svgrect1631" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="47.164" width="17.997" stroke="#000" y="-88.945" x="-205.27" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4183)"/>
<rect id="shapes-f08-el.svgrect1632" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="19.767" width="13.428" stroke="#000" y="-99.625" x="-209.28" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4180)"/>
<rect id="shapes-f08-el.svgrect1633" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="16.538" width="15.387" stroke="#000" y="-49.959" x="-195.09" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4177)"/>
<rect id="shapes-f08-el.svgrect1634" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="25.458" width="44.091" stroke="#000" y="-46.73" x="-251.57" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4174)"/>
<rect id="shapes-f08-el.svgrect1635" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="19.767" width="13.428" stroke="#000" y="-56.094" x="-258.25" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4171)"/>
<rect id="shapes-f08-el.svgrect2258" style="color:#000000" fill-rule="evenodd" transform="translate(10 2905.6) matrix(-.99987 -.016153 -.76041 -.64945 0 0)" height="37.026" width="35.989" stroke="#000" y="-31.251" x="-278.05" stroke-width=".39935" fill="url(#shapes-f08-el.svglinearGradient4168)"/>
<rect id="shapes-f08-el.svgrect2260" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97177" fill="url(#shapes-f08-el.svglinearGradient4165)" style="color:#000000" fill-rule="evenodd" rx="13.386" ry="7.8878" width="113.32" height="127.64" y="316.07" x="503.61"/>
<rect id="shapes-f08-el.svgrect2261" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97176" fill="url(#shapes-f08-el.svglinearGradient4162)" style="color:#000000" fill-rule="evenodd" rx="12.531" ry="7.8879" width="27.59" height="51.349" y="411.96" x="630.53"/>
<rect id="shapes-f08-el.svgrect2262" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97177" fill="url(#shapes-f08-el.svglinearGradient4159)" style="color:#000000" fill-rule="evenodd" rx="9.9614" ry="17.916" width="33.88" height="64.786" y="357.18" x="458.08"/>
<rect id="shapes-f08-el.svgrect2263" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97176" fill="url(#shapes-f08-el.svglinearGradient4156)" style="color:#000000" fill-rule="evenodd" rx="12.637" ry="7.8879" width="28.248" height="30.095" y="241.03" x="433.29"/>
<rect id="shapes-f08-el.svgrect2264" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97176" fill="url(#shapes-f08-el.svglinearGradient4153)" style="color:#000000" fill-rule="evenodd" rx="10.937" ry="7.8879" width="21.022" height="15.702" y="206.94" x="372.11"/>
<rect id="shapes-f08-el.svgrect2259" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97176" fill="url(#shapes-f08-el.svglinearGradient4150)" style="color:#000000" fill-rule="evenodd" rx="13.386" ry="7.8879" width="52.249" height="47.25" y="270.51" x="440.64"/>
<rect id="shapes-f08-el.svgrect5740" transform="translate(10 2905.6) matrix(.99447 .10504 -.99521 .097739 0 0)" stroke="#000" stroke-width=".97176" fill="url(#shapes-f08-el.svglinearGradient4147)" style="color:#000000" fill-rule="evenodd" rx="4.8633" ry="5.0297" width="9.8364" height="11.479" y="170.7" x="353.52"/>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="3044.2891240000004" x="10" font-family="sans-serif" fill="#000000">
<tspan y="3044.2891240000004" x="10">Ελλείψεις</tspan>
</text>
<rect id="d0e366" display="none" height="1e3px" width="288" y="3049.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e366"/>
</flowRegion>
<flowDiv xml:space="preserve">Το εργαλείο έλλειψης (<flowSpan font-weight="bold">F5</flowSpan>) μπορεί να δημιουργήσει ελλείψεις και κύκλους, που μπορούν να μετατραπούν σε τμήματα ή τόξα. Οι συντομεύσεις σχεδίασης είναι οι ίδιες όπως αυτές του εργαλείου ορθογωνίου:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3105.5)"/>
<rect id="d0e375" display="none" height="1e3px" width="258" y="3099.5" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e375"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Ctrl</flowSpan>, σχεδιάστε έναν κύκλο ή μια έλλειψη με ακέραιη αναλογία (2:1, 3:1, κλ.).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3134.2)"/>
<rect id="d0e382" display="none" height="1e3px" width="258" y="3128.2" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e382"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Shift</flowSpan>, σχεδιάστε γύρω από το αρχικό σημείο ως κέντρο.</flowDiv>
</flowRoot>
<rect id="d0e389" display="none" height="1e3px" width="288" y="3146.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e389"/>
</flowRegion>
<flowDiv xml:space="preserve">Ας εξερευνήσουμε τις λαβές μιας έλλειψης. Επιλέξτε αυτή εδώ:</flowDiv>
</flowRoot>
<path id="shapes-f09-el.svgpath1932" sodipodi:rx="54.031982" sodipodi:ry="30.248674" fill-opacity=".99666" stroke="#000" stroke-width="1.25" fill="#ff000b" style="color:#000000" fill-rule="evenodd" transform="translate(-6.962 262.8)" sodipodi:type="arc" d="m221.21 2940.5a54.032 30.249 0 1 1 -108.07 0 54.032 30.249 0 1 1 108.07 0z" sodipodi:cy="2940.5042" sodipodi:cx="167.17587"/>
<rect id="d0e402" display="none" height="1e3px" width="288" y="3246.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e402"/>
</flowRegion>
<flowDiv xml:space="preserve">Ξανά, θα δείτε τρεις λαβές αρχικά, αλλά στην πραγματικότητα είναι τέσσερις. Η πιο δεξιά λαβή είναι δύο αλληλεπικαλυπτόμενες λαβές που σας επιτρέπουν να “ανοίξετε” την έλλειψη. Σύρετε αυτήν την πιο δεξιά λαβή, έπειτα σύρετε την άλλη λαβή που γίνεται ορατή από κάτω της, για να πάρετε μια ποικιλία τμημάτων γραφήματος πίτας ή τόξων:</flowDiv>
</flowRoot>
<path id="shapes-f10-el.svgpath1225" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m48.122 2743a19.073 29.636 0 1 1 -5.586 -21l-13.487 21z" fill-opacity=".75" fill="#f00" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 13.336 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" stroke-width=".79606pt" sodipodi:end="5.4977871" sodipodi:start="0.0000000"/>
<path id="shapes-f10-el.svgpath1226" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m48.122 2743a19.073 29.636 0 0 1 -33.658 19.1l14.585-19.1z" fill-opacity=".75" fill="#f00" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 77.095 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" stroke-width=".79606pt" sodipodi:end="2.4413969" sodipodi:start="0.0000000"/>
<path id="shapes-f10-el.svgpath1227" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m48.122 2743a19.073 29.636 0 1 1 -13.927 -28.6" fill-opacity=".75" sodipodi:open="true" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 145.37 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" fill="#f00" stroke-width=".79606pt" sodipodi:end="4.9855409" sodipodi:start="0.0000000"/>
<path id="shapes-f10-el.svgpath1228" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m48.122 2743a19.073 29.636 0 0 1 -35.976 13.7" fill-opacity=".75" sodipodi:open="true" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 207.7 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" fill="#f00" stroke-width=".79606pt" sodipodi:end="2.6599349" sodipodi:start="0.0000000"/>
<path id="shapes-f10-el.svgpath3204" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m15.272 2722.5a19.073 29.636 0 0 1 7.16 -7.3l6.617 27.8z" fill-opacity=".75" fill="#f00" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 77.095 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" stroke-width=".79606pt" sodipodi:end="4.3580459" sodipodi:start="3.9052122"/>
<path id="shapes-f10-el.svgpath3205" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m11.841 2730.2a19.073 29.636 0 0 1 35.456 4.1" fill-opacity=".75" sodipodi:open="true" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 207.7 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" fill="#f00" stroke-width=".79606pt" sodipodi:end="5.9880333" sodipodi:start="3.5874838"/>
<path id="shapes-f10-el.svgpath3206" sodipodi:rx="19.072769" sodipodi:ry="29.636148" sodipodi:type="arc" d="m27.76 2713.4a19.073 29.636 0 0 1 19.12 19.1l-17.831 10.5z" fill-opacity=".75" fill="#f00" fill-rule="evenodd" transform="translate(10 3314.8) matrix(1.306 0 0 0.597 77.095 -1619.4)" stroke="#000" sodipodi:cy="2742.9695" sodipodi:cx="29.049295" stroke-width=".79606pt" sodipodi:end="5.9203236" sodipodi:start="4.6447262"/>
<rect id="d0e415" display="none" height="1e3px" width="288" y="3362.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e415"/>
</flowRegion>
<flowDiv xml:space="preserve">Για να πάρετε ένα <flowSpan font-style="italic">τμήμα</flowSpan> (ένα τόξο συν δύο ακτίνες), σύρτε την έλλειψη <flowSpan font-style="italic">προς τα έξω</flowSpan>. Για να πάρετε ένα <flowSpan font-style="italic">τόξο</flowSpan>, σύρτε την <flowSpan font-style="italic">προς τα μέσα</flowSpan>. Πιο πάνω υπάρχουν τέσσερα τμήματα στα αριστερά και τρία τόξα στα δεξιά. Σημειώστε ότι τα τόξα είναι μη κλειστά σχήματα, δηλαδή η πινελιά πηγαίνει μόνο κατά μήκος της έλλειψης αλλά δεν συνδέει τα άκρα του τόξου. Μπορείτε να το κάνετε φανερό, εάν αφαιρέσετε το γέμισμα, αφήνοντας μόνο την πινελιά:</flowDiv>
</flowRoot>
<g id="shapes-f11-el.svgg4447" sodipodi:insensitive="true" transform="translate(10 248.8)">
<path id="shapes-f11-el.svgpath3194" d="m78.137 3274.7l-47.158-27" sodipodi:nodetypes="cc" stroke="#d3d3d3" stroke-width=".25pt" fill="none"/>
<path id="shapes-f11-el.svgpath3195" d="m82.405 3271.7l-40.649-39.7" sodipodi:nodetypes="cc" stroke="#d3d3d3" stroke-width=".25pt" fill="none"/>
<path id="shapes-f11-el.svgpath3196" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#d3d3d3" stroke-width=".64783" sodipodi:end="3.9269908" fill="none" style="color:#000000" sodipodi:start="3.6651914" transform="matrix(1.1577 0 0 1.1577 21.522 -466.22)" sodipodi:type="arc" d="m11.441 3210a59.578 58.56 0 0 1 9.468 -12.1" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<text id="shapes-f11-el.svgtext3818" sodipodi:linespacing="120.00000%" transform="matrix(.70939 0 0 .70939 10.286 1617.1)" xml:space="preserve" line-height="120.00000%" font-size="8.4" y="2279.1907" x="30.19973" font-family="sans-serif" fill="#d3d3d3"><tspan id="shapes-f11-el.svgtspan3819" y="2279.1907" x="30.199730" sodipodi:role="line"/><tspan id="shapes-f11-el.svgtspan3821" fill="#d3d3d3"/><tspan id="shapes-f11-el.svgtspan3823" sodipodi:role="line" dx="0 -0.23659326" dy="0 0" y="2289.2707" x="30.199730">15</tspan></text>
<path id="shapes-f11-el.svgpath3825" sodipodi:rx="0.89163345" sodipodi:ry="0.89163345" style="color:#000000" sodipodi:type="arc" d="m41.375 3238a0.89163 0.89163 0 1 1 -1.783 0 0.89163 0.89163 0 1 1 1.783 0z" transform="matrix(.88208 0 0 .88208 4.5191 381.48)" stroke="#d3d3d3" sodipodi:cy="3237.9563" sodipodi:cx="40.483158" stroke-width=".48604" fill="none"/>
</g>
<text id="shapes-f11-el.svgtext3883" sodipodi:linespacing="120.00000%" transform="translate(10 3452.7)" xml:space="preserve" line-height="120.00000%" font-size="5.9589" y="4.4230723" x="61.438835" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f11-el.svgtspan3884" y="4.4230723" x="61.438835" sodipodi:role="line">Τμήματα</tspan><tspan id="shapes-f11-el.svgtspan3893" y="11.573723" x="61.438835" sodipodi:role="line"/></text>
<text id="shapes-f11-el.svgtext3888" sodipodi:linespacing="120.00000%" transform="translate(10 3452.7)" xml:space="preserve" line-height="120.00000%" font-size="5.9589" y="-2.6629279" x="224.43098" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f11-el.svgtspan3889" y="-2.6629279" x="224.43098" sodipodi:role="line"/><tspan id="shapes-f11-el.svgtspan3891" y="4.4877232" x="224.43098" sodipodi:role="line">Τόξα</tspan></text>
<path id="shapes-f11-el.svgpath3234" sodipodi:rx="30.710485" sodipodi:ry="10.852578" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m42.591 3247.4a30.71 10.853 0 1 1 42.162 -15.8l-21.716 7.7z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3856" sodipodi:rx="30.710485" sodipodi:ry="30.962814" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m42.591 3262.4a30.71 30.963 0 1 1 42.162 -45l-21.716 21.9z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3857" sodipodi:rx="30.710485" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m42.591 3283a30.71 58.56 0 1 1 42.162 -85.1l-21.716 41.4z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3858" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.1554016" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -19.906 -44.5l59.572 0.8z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3859" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.6651914" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -11.93 -73l51.596 29.3z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3860" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.9269908" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -2.462 -85.1l42.128 41.4z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3861" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="4.1887902" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 9.877 -94.4l29.789 50.7z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3862" sodipodi:rx="15.141271" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="4.1887902" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m52.957 3283a15.141 58.56 0 0 1 2.51 -94.4l7.57 50.7z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3864" sodipodi:rx="75.147621" sodipodi:ry="10.852578" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m13.005 3247.4a75.148 10.853 0 1 1 103.16 -15.8l-53.123 7.7z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3865" sodipodi:rx="30.710485" sodipodi:ry="10.852578" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m42.591 3247.4a30.71 10.853 0 1 1 42.162 -15.8" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3866" sodipodi:rx="30.710485" sodipodi:ry="30.962814" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m42.591 3262.4a30.71 30.963 0 1 1 42.162 -45" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3867" sodipodi:rx="30.710485" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m42.591 3283a30.71 58.56 0 1 1 42.162 -85.1" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3868" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.1554016" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -19.906 -44.5" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3869" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.6651914" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -11.93 -73" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3870" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.9269908" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -2.462 -85.1" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3871" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="4.1887902" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 9.877 -94.4" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3872" sodipodi:rx="15.141271" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="4.1887902" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m52.957 3283a15.141 58.56 0 0 1 2.51 -94.4" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3873" sodipodi:rx="75.147621" sodipodi:ry="10.852578" stroke="#000" stroke-width=".75" sodipodi:end="5.4977871" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(182.89 293.4)" sodipodi:type="arc" d="m13.005 3247.4a75.148 10.853 0 1 1 103.16 -15.8" sodipodi:open="true" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<path id="shapes-f11-el.svgpath3925" sodipodi:rx="59.578407" sodipodi:ry="58.560177" stroke="#000" stroke-width=".75" sodipodi:end="3.4033920" fill="none" style="color:#000000" sodipodi:start="2.2993372" transform="translate(41.469 293.4)" sodipodi:type="arc" d="m23.371 3283a59.578 58.56 0 0 1 -17.882 -58.9l57.548 15.2z" sodipodi:cy="3239.2964" sodipodi:cx="63.037315"/>
<rect id="d0e440" display="none" height="1e3px" width="288" y="3590.3" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e440"/>
</flowRegion>
<flowDiv xml:space="preserve">Σημειώστε την ομάδα σαν ανεμιστήρα των στενών τμημάτων στα αριστερά. Ήταν εύκολο να δημιουργηθεί χρησιμοποιώντας <flowSpan font-style="italic">πρόσδεση γωνίας</flowSpan> της λαβής με <flowSpan font-weight="bold">Ctrl</flowSpan>. Ιδού οι συντομεύσεις λαβής τόξου/τμήματος:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3646.3)"/>
<rect id="d0e452" display="none" height="1e3px" width="258" y="3640.3" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e452"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Ctrl</flowSpan>, πρόσδεση της λαβής κάθε 15 μοίρες όταν σύρετε.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3664.3)"/>
<rect id="d0e459" display="none" height="1e3px" width="258" y="3658.3" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e459"/>
</flowRegion>
<flowDiv xml:space="preserve">Με <flowSpan font-weight="bold">Shift+κλικ</flowSpan> για να κάνετε την ολική έλλειψη (όχι τόξο ή τμήμα).</flowDiv>
</flowRoot>
<rect id="d0e466" display="none" height="1e3px" width="288" y="3687" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e466"/>
</flowRegion>
<flowDiv xml:space="preserve">Η γωνία πρόσδεσης μπορεί να αλλαχτεί στις προτιμήσεις Inkscape (στο <flowSpan font-family="sans-serif">Συμπεριφορά > Βήματα</flowSpan>).</flowDiv>
</flowRoot>
<rect id="d0e472" display="none" height="1e3px" width="288" y="3715.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e472"/>
</flowRegion>
<flowDiv xml:space="preserve">Οι δύο άλλες λαβές της έλλειψης χρησιμοποιούνται για αλλαγή μεγέθους της γύρω από το κέντρο της. Οι συντομεύσεις τους είναι παρόμοιες με αυτές των λαβών στρογγυλέματος του ορθογωνίου:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3761.1)"/>
<rect id="d0e478" display="none" height="1e3px" width="258" y="3755.1" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e478"/>
</flowRegion>
<flowDiv xml:space="preserve">Σύρσιμο με <flowSpan font-weight="bold">Ctrl</flowSpan> για δημιουργία κύκλου (κάνοντας την άλλη ακτίνα ίδια).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 3789.4)"/>
<rect id="d0e485" display="none" height="1e3px" width="258" y="3783.4" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e485"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Ctrl+κλικ</flowSpan> για δημιουργία κύκλου χωρίς σύρσιμο.</flowDiv>
</flowRoot>
<rect id="d0e491" display="none" height="1e3px" width="288" y="3801.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e491"/>
</flowRegion>
<flowDiv xml:space="preserve">Και όπως οι λαβές αλλαγής μεγέθους ορθογωνίου, αυτές οι λαβές έλλειψης ρυθμίζουν το ύψος και πλάτος της έλλειψης στο <flowSpan font-style="italic">οι συντεταγμένες της έλλειψης</flowSpan>. Αυτό σημαίνει ότι η περιστραμμένη ή στρεβλωμένη έλλειψη μπορεί εύκολα να τεντωθεί ή να συμπιεστεί κατά μήκος των αρχικών της αξόνων, ενώ παραμένει περιστραμμένη ή στρεβλωμένη. Δοκιμάστε να αλλάξετε μέγεθος σε οποιαδήποτε από αυτές τις ελλείψεις από τις λαβές αλλαγής μεγέθους τους:</flowDiv>
</flowRoot>
<path id="shapes-f12-el.svgpath2133" sodipodi:rx="43.680855" sodipodi:ry="7.3592744" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m150.98 3607.9a43.681 7.3593 0 1 1 -87.358 0 43.681 7.3593 0 1 1 87.358 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<path id="shapes-f12-el.svgpath2136" sodipodi:rx="58.547005" sodipodi:ry="13.607653" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m165.85 3607.9a58.547 13.608 0 1 1 -117.09 0 58.547 13.608 0 1 1 117.09 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<path id="shapes-f12-el.svgpath3396" sodipodi:rx="37.951244" sodipodi:ry="61.554367" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m145.25 3607.9a37.951 61.554 0 1 1 -75.898 0 37.951 61.554 0 1 1 75.898 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<path id="shapes-f12-el.svgpath2135" sodipodi:rx="23.418211" sodipodi:ry="25.328613" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m130.72 3607.9a23.418 25.329 0 1 1 -46.835 0 23.418 25.329 0 1 1 46.835 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<path id="shapes-f12-el.svgpath2774" sodipodi:rx="4.9275141" sodipodi:ry="46.998589" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m112.23 3607.9a4.9275 46.999 0 1 1 -9.85 0 4.9275 46.999 0 1 1 9.85 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<path id="shapes-f12-el.svgpath2134" sodipodi:rx="23.418211" sodipodi:ry="7.3592744" fill-opacity=".14716" stroke="#000" stroke-width=".75" fill="#ffd300" style="color:#000000" fill-rule="evenodd" transform="translate(10 3891.5) matrix(1.2719 .56475 -.78871 .43604 2855.3 -1599.1)" sodipodi:type="arc" d="m130.72 3607.9a23.418 7.3593 0 1 1 -46.835 0 23.418 7.3593 0 1 1 46.835 0z" sodipodi:cy="3607.9023" sodipodi:cx="107.30297"/>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="3985.483385800001" x="10" font-family="sans-serif" fill="#000000">
<tspan y="3985.483385800001" x="10">Αστέρια</tspan>
</text>
<rect id="d0e513" display="none" height="1e3px" width="288" y="3990.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e513"/>
</flowRegion>
<flowDiv xml:space="preserve">Τα αστέρια είναι τα πιο περίπλοκα και πιο συναρπαστικά σχήματα του Inkscape. Εάν θέλετε να εντυπωσιάσετε τους φίλους σας με το Inkscape, αφήστε τους να παίξουν με το εργαλείο αστεριού. Είναι ατελείωτη διασκέδαση — ολότελα εθιστικό!</flowDiv>
</flowRoot>
<rect id="d0e516" display="none" height="1e3px" width="288" y="4040.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e516"/>
</flowRegion>
<flowDiv xml:space="preserve">Το εργαλείο αστεριού μπορεί να δημιουργήσει δύο παρόμοια αλλά ξεχωριστά είδη αντικειμένων: αστέρια και πολύγωνα. Ένα αστέρι έχει δύο λαβές των οποίων οι θέσεις καθορίζουν το μήκος και το σχήμα των κορυφών του. Ένα πολύγωνο έχει μόνο μια λαβή που απλά περιστρέφει και αλλάζει μέγεθος στο πολύγωνο, όταν συρθεί:</flowDiv>
</flowRoot>
<g id="shapes-f13-el.svgg2711" xmlns:cc="http://creativecommons.org/ns#" transform="translate(10 4109.3)">
<path id="shapes-f13-el.svgpath2190" sodipodi:sides="5" inkscape:flatsided="false" stroke="#000" stroke-width=".98589" fill="#fff100" style="color:#000000" fill-rule="evenodd" transform="matrix(.67263 .35535 -.35535 .67263 1407.5 -2577.2)" inkscape:rounded="0.0000000" sodipodi:r1="38.010052" sodipodi:r2="19.005026" sodipodi:arg1="0.45247489" sodipodi:arg2="1.0807934" sodipodi:type="star" d="m107.3 3871.6l-25.238 0.2-14.185 20.9-7.943-24-24.24-7 20.331-15-0.796-25.2 20.509 14.7 23.748-8.5-7.656 24 15.47 19.9z" inkscape:randomized="0.0000000" sodipodi:cy="3855.0315" sodipodi:cx="73.117950"/>
<flowRoot id="shapes-f13-el.svgflowRoot2695" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(-1.825)" font-size="6px" font-family="sans-serif" fill="#000000"><flowRegion id="shapes-f13-el.svgflowRegion2697"><rect id="shapes-f13-el.svgrect2699" height="15" width="57.5" y="-.13782" x="59.643"/></flowRegion><flowPara id="shapes-f13-el.svgflowPara2701">Αστέρι</flowPara></flowRoot>
</g>
<g id="shapes-f13-el.svgg2718" xmlns:cc="http://creativecommons.org/ns#" transform="translate(10 4109.3)">
<path id="shapes-f13-el.svgpath2191" sodipodi:sides="5" inkscape:flatsided="true" stroke="#000" stroke-width=".98589" fill="#fff100" style="color:#000000" fill-rule="evenodd" transform="matrix(.67263 .35535 -.35535 .67263 1513.8 -2577.2)" inkscape:rounded="0.0000000" sodipodi:r1="38.010052" sodipodi:r2="19.005026" sodipodi:arg1="0.45247489" sodipodi:arg2="1.0807934" sodipodi:type="star" d="m107.3 3871.6l-39.423 21.1-32.183-31 19.535-40.2 44.257 6.2 7.814 43.9z" inkscape:randomized="0.0000000" sodipodi:cy="3855.0315" sodipodi:cx="73.117950"/>
<flowRoot id="shapes-f13-el.svgflowRoot2703" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(104.63 -.59495)" font-size="6px" font-family="sans-serif" fill="#000000"><flowRegion id="shapes-f13-el.svgflowRegion2705"><rect id="shapes-f13-el.svgrect2707" height="15" width="57.5" y="-.13782" x="59.643"/></flowRegion><flowPara id="shapes-f13-el.svgflowPara2709">Πολύγωνο</flowPara></flowRoot>
</g>
<rect id="d0e529" display="none" height="1e3px" width="288" y="4187.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e529"/>
</flowRegion>
<flowDiv xml:space="preserve">Στη γραμμή ελέγχων του εργαλείου αστέρι, τα δύο πρώτα κουμπιά ελέγχουν πώς είναι σχεδιασμένο το σχήμα (κανονικό πολύγωνο ή αστέρι). Έπειτα ένα αριθμητικό πεδίο ορίζει τον <flowSpan font-style="italic">αριθμό των κορυφών</flowSpan> ενός αστεριού ή πολυγώνου. Αυτή η παράμετρος είναι επεξεργάσιμη μόνο μέσα από τη γραμμή ελέγχων. Η επιτρεπόμενη περιοχή είναι από 3 (προφανώς) μέχρι 1024, αλλά δεν θα πρέπει να δοκιμάσετε μεγάλους αριθμούς (ας πούμε 200) εάν ο υπολογιστής σας είναι αργός.</flowDiv>
</flowRoot>
<rect id="d0e535" display="none" height="1e3px" width="288" y="4280.1" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e535"/>
</flowRegion>
<flowDiv xml:space="preserve">Όταν σχεδιάζετε ένα νέο αστέρι ή πολύγωνο,</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 4304.2)"/>
<rect id="d0e541" display="none" height="1e3px" width="258" y="4298.2" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e541"/>
</flowRegion>
<flowDiv xml:space="preserve">Σύρτε με <flowSpan font-weight="bold">Ctrl</flowSpan> για πρόσδεση της γωνίας σε αυξήσεις 15 μοιρών.</flowDiv>
</flowRoot>
<rect id="d0e548" display="none" height="1e3px" width="288" y="4326.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e548"/>
</flowRegion>
<flowDiv xml:space="preserve">Φυσικά, ένα αστέρι είναι ένα πολύ πιο ενδιαφέρον σχήμα (αν και τα πολύγωνα είναι συχνά πιο χρήσιμα στην πράξη). Οι δύο λαβές του αστεριού έχουν ελαφρά διαφορετικές λειτουργίες. Η πρώτη λαβή (αρχικά είναι στην κορυφή, δηλαδή σε μια <flowSpan font-style="italic">κυρτή</flowSpan> γωνία του αστεριού) που κάνει τις ακτίνες του αστεριού μακρύτερες ή κοντύτερες, αλλά όταν το περιστρέφετε (σχετικά με το κέντρο του σχήματος) , η άλλη λαβή περιστρέφεται ανάλογα. Αυτό σημαίνει ότι δεν μπορείτε να στρεβλώσετε τις ακτίνες του αστεριού με αυτή τη λαβή.</flowDiv>
</flowRoot>
<rect id="d0e554" display="none" height="1e3px" width="288" y="4419.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e554"/>
</flowRegion>
<flowDiv xml:space="preserve">Η άλλη λαβή (αρχικά σε μια <flowSpan font-style="italic">κοίλη</flowSpan> γωνία μεταξύ δύο κορυφών) είναι, αντίθετα, ελεύθερη να μετακινηθεί ακτινικά και εφαπτομενικά, χωρίς να επηρεάζει τη λαβή κορυφής. (Στην πραγματικότητα, αυτή η λαβή μπορεί η ίδια να γίνει κορυφή μετακινώντας πιο πέρα από το κέντρο από την άλλη λαβή.) Αυτή είναι η λαβή που μπορεί να στρεβλώσει τις κορυφές του αστεριού για να πάρει όλες τα είδη κρυστάλλων, mandalas, χιονονιφάδων και ακανθόχοιρων:</flowDiv>
</flowRoot>
<path id="shapes-f14-el.svgpath2725" sodipodi:sides="48" inkscape:flatsided="false" stroke="#000" stroke-width=".015394" fill="none" style="color:#000000" transform="translate(10 4509.5) matrix(2.436 0 0 2.436 -239.62 -10265)" inkscape:rounded="0.0000000" sodipodi:r1="15.977139" sodipodi:r2="5.2552228" sodipodi:arg1="0.54696605" sodipodi:arg2="2.0469000" sodipodi:type="star" d="m184.95 4242.3l-16.06-3.6 14.86 5.3-15.45-5.7 14.03 7.2-14.56-7.6 12.96 9-13.44-9.5 11.67 10.6-12.08-11.2 10.19 12.1-10.52-12.7 8.52 13.3-8.77-13.9 6.72 14.3-6.89-15 4.8 15.1-4.88-15.8 2.8 15.6-2.79-16.3 0.75 15.8-0.64-16.4-1.33 15.7 1.52-16.4-3.37 15.4 3.64-16-5.35 14.8 5.7-15.4-7.24 14 7.67-14.5-9.01 12.9 9.51-13.4-10.63 11.6 11.18-12-12.06 10.2 12.66-10.6-13.28 8.6 13.92-8.8-14.28 6.7 14.95-6.9-15.04 4.8 15.72-4.9-15.54 2.8 16.23-2.8-15.77 0.8 16.45-0.6-15.73-1.4 16.39 1.5-15.42-3.3 16.05 3.6-14.85-5.3 15.44 5.7-14.03-7.3 14.57 7.7-12.97-9 13.44 9.5-11.67-10.6 12.08 11.1-10.19-12 10.53 12.6-8.53-13.2 8.78 13.9-6.72-14.3 6.88 15-4.8-15.1 4.88 15.7-2.79-15.5 2.78 16.2-0.74-15.7 0.64 16.4 1.32-15.7-1.51 16.4 3.36-15.5-3.64 16.1 5.35-14.9-5.7 15.5 7.24-14-7.67 14.5 9.01-12.9-9.51 13.4 10.63-11.7-11.18 12.1 12.06-10.2-12.66 10.5 13.29-8.5-13.93 8.8 14.29-6.7-14.96 6.9 15.04-4.8-15.72 4.8 15.54-2.8-16.23 2.8 15.77-0.7-16.45 0.6 15.74 1.3-16.4-1.5 15.43 3.4z" inkscape:randomized="0.0000000" sodipodi:cy="4233.9868" sodipodi:cx="171.30144"/>
<path id="shapes-f14-el.svgpath2918" sodipodi:sides="5" inkscape:flatsided="false" fill="#520100" style="color:#000000" fill-rule="evenodd" transform="translate(10 4509.5) matrix(.99630 -.085991 .085991 .99630 -255.75 -4191.3)" inkscape:rounded="0.0000000" sodipodi:r1="24.878733" sodipodi:r2="24.610689" sodipodi:arg1="0.85670563" sodipodi:arg2="-1.3248582" sodipodi:type="star" d="m45.957 4353.5l-10.302-42.7-18.837 45.2 37.399-23-48.787-3.9 33.416 28.4-11.314-47.6-16.747 40.6 41.794-25.5-43.766-3.4 37.144 31.9z" inkscape:randomized="0.0000000" sodipodi:cy="4334.6870" sodipodi:cx="29.663147"/>
<polygon id="shapes-f14-el.svgpolygon1259" sodipodi:sides="3" inkscape:flatsided="false" stroke="#000" stroke-width=".47465" fill="none" style="color:#000000" transform="translate(10 4509.5) matrix(.082821 .37592 -.37592 .082821 1327.2 -115.99)" sodipodi:cx="18.779343" inkscape:rounded="0.0000000" sodipodi:r1="31.235876" sodipodi:r2="30.366934" sodipodi:arg1="1.1239539" sodipodi:arg2="-0.65664333" sodipodi:type="star" d="M 32.276994,2897.7581 L 42.831345,2851.0513 L -12.364565,2867.1939 L 22.807589,2899.6877 L 36.425599,2843.8153 L -9.3009067,2858.0284 L 32.276994,2897.7581 z " inkscape:randomized="0.0000000" sodipodi:cy="2869.5891" points="32.277 2897.8 42.831 2851 -12.365 2867.2 22.808 2899.7 36.426 2843.8 -9.3009 2858"/>
<polygon id="shapes-f14-el.svgpolygon1263" stroke="#000" stroke-width=".25" sodipodi:type="star" d="M 171.36150,2897.7582 L 187.98050,2859.9248 L 156.48797,2872.4552 L 197.60521,2876.5696 L 175.95638,2850.4906 L 184.74922,2890.8668 L 202.86204,2862.2187 L 167.17908,2883.0581 L 200.02225,2891.4317 L 169.17612,2863.9349 L 171.36150,2897.7582 z " fill="none" sodipodi:r1="24.967192" inkscape:flatsided="false" transform="translate(10 4509.5) matrix(.96846 -.24915 .24915 .96846 -691.44 -2621.8)" sodipodi:arg2="-1.1525840" sodipodi:arg1="1.9818609" inkscape:randomized="0.0000000" sodipodi:cy="2874.8708" points="171.36 2897.8 187.98 2859.9 156.49 2872.5 197.6 2876.6 175.96 2850.5 184.75 2890.9 202.86 2862.2 167.18 2883.1 200.02 2891.4 169.18 2863.9" sodipodi:sides="5" inkscape:rounded="0.0000000" sodipodi:r2="16.355642" sodipodi:cx="181.33803"/>
<path id="shapes-f14-el.svgpath3540" sodipodi:sides="32" inkscape:flatsided="false" fill="#520100" style="color:#000000" fill-rule="evenodd" transform="translate(10 4509.5) matrix(1.2879 0 0 1.2879 2.8892 -5380.4)" inkscape:rounded="0.0000000" sodipodi:r1="12.998599" sodipodi:r2="16.698013" sodipodi:arg1="0.78539816" sodipodi:arg2="-2.1593010" sodipodi:type="star" d="m35.93 4210.6l-18.461-23.1 16.491 24.7-13.603-26.2 11.356 27.4-8.223-28.4 5.785 29.2-2.527-29.5-0.009 29.7 3.266-29.4-5.802 29.2 8.934-28.2-11.373 27.4 14.259-25.9-16.506 24.7 19.035-22.6-21.005 21 23.081-18.5-24.697 16.5 26.238-13.6-27.44 11.4 28.389-8.2-29.128 5.7 29.447-2.5h-29.697l29.374 3.3-29.124-5.8 28.172 8.9-27.433-11.4 25.888 14.3-24.686-16.5 22.608 19-20.992-21 18.461 23.1-16.491-24.7 13.603 26.2-11.356-27.4 8.223 28.4-5.784-29.1 2.527 29.4 0.009-29.7-3.267 29.4 5.803-29.1-8.935 28.1 11.373-27.4-14.259 25.9 16.506-24.7-19.035 22.6 21.005-21-23.08 18.5 24.697-16.5-26.239 13.6 27.44-11.4-28.388 8.3 29.127-5.8-29.446 2.5h29.696l-29.374-3.3 29.124 5.8-28.172-8.9 27.433 11.4-25.888-14.3 24.687 16.5-22.609-19 20.992 21z" inkscape:randomized="0.0000000" sodipodi:cy="4201.4121" sodipodi:cx="26.738611"/>
<path id="shapes-f14-el.svgpath2723" sodipodi:sides="8" inkscape:flatsided="false" fill="#520100" style="color:#000000" fill-rule="evenodd" transform="translate(19.626 334.3)" inkscape:rounded="0.0000000" sodipodi:r1="16.710012" sodipodi:r2="36.167358" sodipodi:arg1="0.88740509" sodipodi:arg2="2.3382889" sodipodi:type="star" d="m262.67 4224.4l-35.67 13 23.42-9.4-34.46-16 23.2 9.9-13.07-35.6 9.4 23.4 15.98-34.5-9.9 23.2 35.66-13-23.41 9.4 34.46 15.9-23.21-9.9 13.07 35.7-9.4-23.4-15.98 34.5 9.91-23.2z" inkscape:randomized="0.0000000" sodipodi:cy="4211.3926" sodipodi:cx="252.11676"/>
<path id="shapes-f14-el.svgpath2724" sodipodi:sides="8" inkscape:flatsided="false" fill="#520100" style="color:#000000" fill-rule="evenodd" transform="translate(10 4509.5) matrix(1 .000033483 -.000033483 1 .14307 -4181.8)" inkscape:rounded="0.0000000" sodipodi:r1="25.662985" sodipodi:r2="15.646836" sodipodi:arg1="0.011487387" sodipodi:arg2="3.0816518" sodipodi:type="star" d="m307.95 4272l-41.28 0.7 33.56 17.4-29.65-28.7 11.41 36-0.64-41.3-17.41 33.6 28.73-29.7-36.04 11.4 41.28-0.6-33.56-17.4 29.65 28.7-11.42-36 0.65 41.3 17.41-33.6-28.73 29.6 36.04-11.4z" inkscape:randomized="0.0000000" sodipodi:cy="4271.7378" sodipodi:cx="282.28931"/>
<path id="shapes-f14-el.svgpath3347" sodipodi:sides="8" inkscape:flatsided="false" stroke="#000" stroke-width=".34380" fill="none" style="color:#000000" transform="translate(10 4509.5) matrix(.72717 0 0 .72717 28.258 -3046.2)" inkscape:rounded="0.0000000" sodipodi:r1="27.155294" sodipodi:r2="27.241930" sodipodi:arg1="1.5707963" sodipodi:arg2="-2.3580603" sodipodi:type="star" d="m104.6 4261l-19.304-46.4 0.098 38.4 19.146-46.4-27.1 27.2 46.38-19.3-38.426 0.1 46.446 19.2-27.24-27.1 19.29 46.4-0.09-38.5-19.15 46.5 27.1-27.3-46.382 19.3 38.432-0.1-46.447-19.1 27.247 27.1z" inkscape:randomized="0.0000000" sodipodi:cy="4233.8340" sodipodi:cx="104.59527"/>
<path id="shapes-f14-el.svgpath5832" sodipodi:sides="17" inkscape:flatsided="false" fill="#520100" style="color:#000000" fill-rule="evenodd" transform="translate(10 327.2)" inkscape:rounded="0.0000000" sodipodi:r1="52.870548" sodipodi:r2="14.993350" sodipodi:arg1="0.52982957" sodipodi:arg2="-2.2448164" sodipodi:type="star" d="m114.31 4305.9l-54.977-38.4 42.247 53.1-37.383-55.7 20.208 64.8-14.737-65.4-4.56 67.7 9.899-66.4-28.712 61.5 33.197-58.3-48.986 47 52.013-42.4-62.644 26.1 63.804-20.7-67.842 1.7 66.977 3.8-63.877-23 61.105 27.7-51.286-44.4 46.981 47.9-31.768-60 26.511 61.6-7.959-67.4 2.461 67 16.924-65.7-21.921 63.4 39.522-55.1-43.344 51.2 56.787-37.2-58.916 32.1 66.376-14.2-66.526 8.7 66.996 10.8-65.147-16 58.577 34.2z" inkscape:randomized="0.0000000" sodipodi:cy="4279.2217" sodipodi:cx="68.691193"/>
<rect id="d0e570" display="none" height="1e3px" width="288" y="4671.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e570"/>
</flowRegion>
<flowDiv xml:space="preserve">Εάν θέλετε απλά ένα επίπεδο κανονικό αστέρι χωρίς τέτοιες δαντέλες, μπορείτε να κάνετε τη λαβή στρέβλωσης μισή από την μη στρεβλωμένη:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 4716.5)"/>
<rect id="d0e576" display="none" height="1e3px" width="258" y="4710.5" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e576"/>
</flowRegion>
<flowDiv xml:space="preserve">Σύρσιμο με <flowSpan font-weight="bold">Ctrl</flowSpan> για διατήρηση των ακτίνων του αστεριού ακριβώς ακτινικών (χωρίς στρέβλωση).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 4745.4)"/>
<rect id="d0e583" display="none" height="1e3px" width="258" y="4739.4" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e583"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Ctrl+κλικ</flowSpan> για να μετακινήσετε τη στρέβλωση χωρίς σύρσιμο.</flowDiv>
</flowRoot>
<rect id="d0e589" display="none" height="1e3px" width="288" y="4757.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e589"/>
</flowRegion>
<flowDiv xml:space="preserve">Ως ένα χρήσιμο συμπλήρωμα για το σύρσιμο λαβής στον καμβά, η γραμμή ελέγχων έχει το πεδίο <flowSpan font-family="sans-serif">λόγος ακτίνας</flowSpan> που καθορίζει την αναλογία των αποστάσεων των δύο λαβών ως προς το κέντρο.</flowDiv>
</flowRoot>
<rect id="d0e595" display="none" height="1e3px" width="288" y="4796.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e595"/>
</flowRegion>
<flowDiv xml:space="preserve">Τα αστέρια του Inkscape έχουν δυο ακόμα κόλπα στη φαρέτρα τους. Στην γεωμετρία, πολύγωνο είναι ένα σχήμα με ακμές ευθειών γραμμών και απότομες γωνίες. Στον πραγματικό κόσμο όμως, ποικίλοι βαθμοί καμπυλότητας και στρογγυλέματος είναι κανονικά παρόντες — και το Inkscape μπορεί να το κάνει επίσης. Στρογγύλεμα ενός αστεριού ή ενός πολυγώνου δουλεύει κάπως διαφορετικά από το στρογγύλεμα ενός ορθογωνίου, όμως. Δεν χρησιμοποιείτε μια αφιερωμένη λαβή για αυτό, αλλά</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 4895.4)"/>
<rect id="d0e601" display="none" height="1e3px" width="258" y="4889.4" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e601"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+σύρσιμο</flowSpan> μιας λαβής εφαπτομενικά για στρογγύλεμα αστεριού ή πολυγώνου.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 4924.1)"/>
<rect id="d0e607" display="none" height="1e3px" width="258" y="4918.1" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e607"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+κλικ</flowSpan> μια λαβή για αφαίρεση στρογγυλέματος.</flowDiv>
</flowRoot>
<rect id="d0e613" display="none" height="1e3px" width="288" y="4936.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e613"/>
</flowRegion>
<flowDiv xml:space="preserve">“Εφαπτομενικά” σημαίνει σε μια κατεύθυνση κάθετη στην κατεύθυνση προς το κέντρο. Εάν “περιστρέψετε” μια λαβή με Shift αριστερόστροφα γύρω από το κέντρο, παίρνετε θετικό στρογγύλεμα. Με δεξιόστροφη περιστροφή, παίρνετε αρνητικό στρογγύλεμα. (Δείτε πιο κάτω για παραδείγματα αρνητικού στρογγυλέματος.)</flowDiv>
</flowRoot>
<rect id="d0e616" display="none" height="1e3px" width="288" y="4996.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e616"/>
</flowRegion>
<flowDiv xml:space="preserve">Ιδού μια σύγκριση ενός στρογγυλεμένου τετραγώνου (εργαλείο ορθογωνίου) με ένα στρογγυλεμένο πολύγωνο 4 πλευρών (εργαλείο αστεριού):</flowDiv>
</flowRoot>
<g id="shapes-f15-el.svgg3367" xmlns:cc="http://creativecommons.org/ns#" transform="translate(10 5044.2)">
<path id="shapes-f15-el.svgpath4264" sodipodi:sides="4" inkscape:flatsided="true" style="color:#000000" fill-rule="evenodd" transform="matrix(1.1746 0 0 1.1746 -.54892 -5471.6)" inkscape:rounded="0.18435333" sodipodi:r1="45.711628" sodipodi:r2="32.323002" sodipodi:arg1="0.78539816" sodipodi:arg2="1.5707963" sodipodi:type="star" d="m203.96 4729.2c-8.43 8.4-56.22 8.4-64.65 0s-8.43-56.2 0-64.6c8.43-8.5 56.22-8.5 64.65 0 8.42 8.4 8.42 56.2 0 64.6z" inkscape:randomized="0.0000000" sodipodi:cy="4696.8921" sodipodi:cx="171.63371"/>
<flowRoot id="shapes-f15-el.svgflowRoot2696" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(.29604 29.62)" line-height="125%" font-size="10px" font-family="sans-serif" fill="#ffffff"><flowRegion id="shapes-f15-el.svgflowRegion2698"><rect id="shapes-f15-el.svgrect2700" height="85.863" width="82.327" y="2.3086" x="159.1" fill="#fff"/></flowRegion><flowPara id="shapes-f15-el.svgflowPara2702">Στρογγυλευμένο πολύγωνο</flowPara></flowRoot>
</g>
<g id="shapes-f15-el.svgg3360" xmlns:cc="http://creativecommons.org/ns#" transform="translate(10 5044.2)">
<rect id="shapes-f15-el.svgrect4263" style="color:#000000" fill-rule="evenodd" rx="18.04" ry="18.04" height="87.192" width="87.192" y="1.8127" x="56.117"/>
<flowRoot id="shapes-f15-el.svgflowRoot3352" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(-100.74 29.637)" line-height="125%" font-size="10px" font-family="sans-serif" fill="#ffffff"><flowRegion id="shapes-f15-el.svgflowRegion3354"><rect id="shapes-f15-el.svgrect3356" height="85.863" width="82.327" y="2.3086" x="159.1" fill="#fff"/></flowRegion><flowPara id="shapes-f15-el.svgflowPara3358">Στρογγυλεμένο ορθογώνιο</flowPara></flowRoot>
</g>
<rect id="d0e629" display="none" height="1e3px" width="288" y="5147" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e629"/>
</flowRegion>
<flowDiv xml:space="preserve">Όπως μπορείτε να δείτε, ενώ ένα στρογγυλεμένο ορθογώνιο έχει τμήματα ευθειών γραμμών στις πλευρές του και κυκλικών (γενικά ελλειπτικών) στρογγυλεμάτων, ένα στρογγυλεμένο πολύγωνο ή αστέρι δεν έχει καθόλου ευθείες γραμμές. Η καμπυλότητα του ποικίλει ομαλά από το μέγιστο (στις γωνίες) στο ελάχιστο (στο μέσο μεταξύ των γωνιών). Το Inkscape το κάνει αυτό προσθέτοντας απλά συγγραμμικές εφαπτόμενες Bezier σε κάθε κόμβο του σχήματος (μπορείτε να τους δείτε εάν μετατρέψετε το σχήμα σε μονοπάτι και το εξετάσετε με το εργαλείο κόμβου).</flowDiv>
</flowRoot>
<rect id="d0e632" display="none" height="1e3px" width="288" y="5250.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e632"/>
</flowRegion>
<flowDiv xml:space="preserve">Η παράμετρος <flowSpan font-family="sans-serif">στρογγύλεμα</flowSpan> που μπορείτε να ρυθμίσετε στη γραμμή ελέγχων είναι ο λόγος μήκους αυτών των εφαπτόμενων προς το μήκος των πλευρών πολυγώνου/αστεριού στο οποίο είναι γειτονικοί. Αυτή η παράμετρος μπορεί να είναι αρνητική, που αντιστρέφει την κατεύθυνση των εφαπτόμενων. Οι τιμές περίπου 0,2 έως 0,4 δίνουν “κανονικό” στρογγύλεμα του είδους που θα περιμένατε. άλλες τιμές τείνουν να αναπαράγουν ωραία, περίπλοκα και ολότελα απρόβλεπτα δείγματα. Ένα αστέρι με μεγάλη τιμή στρογγυλέματος μπορεί να φτάσει πολύ πέρα από τις θέσεις των λαβών του. Ιδού μερικά παραδείγματα, με καθένα να δείχνει την τιμή του στρογγυλέματος του:</flowDiv>
</flowRoot>
<path id="shapes-f16-el.svgpath1575" sodipodi:sides="5" inkscape:flatsided="false" stroke="#000" stroke-width="3.375" fill="none" transform="translate(10 5381.1) matrix(.30797 -.032335 -.032335 -.30797 -34.052 272.34)" inkscape:rounded="5.1300000" sodipodi:r1="27.797562" sodipodi:r2="27.797562" sodipodi:arg1="0.22082877" sodipodi:arg2="0.84914730" sodipodi:type="star" d="m281.19 558.07c-19.31 85.99 57.4-43.45-8.76 14.78-66.16 58.22 71.98-1.41-15.77 6.81-87.75 8.21 59.05 41.17-16.77-3.77-75.81-44.93 23.58 68.02-11.35-12.89-34.92-80.92-20.9 68.88-1.6-17.11 19.31-85.99-57.4 43.44 8.76-14.78 66.17-58.22-71.97 1.41 15.78-6.81 87.74-8.21-59.06-41.17 16.76 3.77 75.82 44.93-23.58-68.02 11.35 12.89 34.93 80.92 20.9-68.88 1.6 17.11z" stroke-opacity=".13115" inkscape:randomized="0.0000000" sodipodi:cy="551.97913" sodipodi:cx="254.06618"/>
<path id="shapes-f16-el.svgpath1556" sodipodi:sides="18" inkscape:flatsided="false" stroke="#000" stroke-width=".03125" fill="none" style="color:#000000" transform="translate(10 5381.1) matrix(1.2522 0 0 -1.2522 -268.86 649.33)" inkscape:rounded="0.37000000" sodipodi:r1="56.586357" sodipodi:r2="2.4662609" sodipodi:arg1="1.1708920" sodipodi:arg2="-2.6860230" sodipodi:type="star" d="m399.24 511.26c6.01-20.78-3.16-58.04-24.24-53.2-20.86 4.78-7.53 74.88 5.09 57.6 12.75-17.48 16.88-55.63-4.59-58.29-21.23-2.64-32.68 67.79-14.92 55.86 17.97-12.06 34.89-46.49 15.63-56.34-19.05-9.74-53.89 52.52-33.12 47.39 21-5.18 48.68-31.75 33.95-47.6-14.57-15.67-68.61 30.93-47.33 33.21 21.51 2.31 56.61-13.19 48.18-33.12-8.33-19.7-75.04 5.6-55.84 15.02 19.43 9.53 57.71 6.97 56.61-14.64-1.08-21.37-72.43-20.41-57.6-4.99 14.99 15.6 51.84 26.29 58.2 5.61 6.28-20.45-61.09-43.96-52.43-24.39 8.76 19.78 39.73 42.43 52.77 25.17 12.91-17.07-42.36-62.2-40.92-40.85 1.46 21.58 22.82 53.46 40.98 41.71 17.96-11.63-18.54-72.94-24.48-52.39-6.01 20.78 3.16 58.04 24.24 53.21 20.86-4.78 7.53-74.88-5.09-57.6-12.75 17.47-16.88 55.62 4.59 58.29 21.23 2.64 32.68-67.79 14.92-55.87-17.97 12.06-34.89 46.5-15.63 56.35 19.05 9.74 53.89-52.53 33.12-47.4-21 5.19-48.68 31.76-33.95 47.6 14.56 15.67 68.61-30.92 47.33-33.2-21.51-2.31-56.61 13.19-48.18 33.11 8.33 19.71 75.04-5.59 55.84-15.01-19.43-9.53-57.71-6.97-56.61 14.64 1.08 21.36 72.43 20.41 57.6 4.98-14.99-15.59-51.84-26.28-58.2-5.6-6.28 20.45 61.09 43.95 52.43 24.39-8.76-19.78-39.73-42.43-52.77-25.17-12.91 17.06 42.36 62.19 40.92 40.85-1.46-21.59-22.82-53.46-40.98-41.71-17.96 11.63 18.54 72.94 24.48 52.38z" inkscape:randomized="0.0000000" sodipodi:cy="459.14322" sodipodi:cx="377.20990"/>
<path id="shapes-f16-el.svgpath1559" sodipodi:sides="4" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".36260" fill="#cecece" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.54998 0 0 -.54998 24.596 424.72)" inkscape:rounded="1.8500000" sodipodi:r1="33.805592" sodipodi:r2="0.93718392" sodipodi:arg1="0.0000000" sodipodi:arg2="0.78539816" sodipodi:type="star" d="m112.41 584.08c0 61.33 10.22-42.7-33.147 0.67-43.365 43.36 60.667 33.14-0.663 33.14-61.327 0 42.7 10.22-0.663-33.14-43.364-43.37-33.143 60.66-33.143-0.67 0-61.32-10.221 42.71 33.143-0.66 43.363-43.36-60.664-33.14 0.663-33.14 61.33 0-42.702-10.22 0.663 33.14 43.367 43.37 33.147-60.66 33.147 0.66z" inkscape:randomized="0.0000000" sodipodi:cy="584.08337" sodipodi:cx="78.599991"/>
<path id="shapes-f16-el.svgpath2808" sodipodi:sides="4" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width="1pt" fill="#8eff00" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.74894 0 0 -.74894 60.655 545.36)" inkscape:rounded="0.25000000" sodipodi:r1="38.196964" sodipodi:r2="7.8936343" sodipodi:arg1="-0.0000000" sodipodi:arg2="0.78539816" sodipodi:type="star" d="m323.81 626.7c0 8.28-26.76-0.26-32.61 5.59s2.69 32.61-5.58 32.61c-8.28 0 0.26-26.76-5.58-32.61-5.85-5.85-32.62 2.69-32.62-5.59 0-8.27 26.77 0.27 32.62-5.58 5.84-5.85-2.7-32.61 5.58-32.61 8.27 0-0.27 26.76 5.58 32.61s32.61-2.69 32.61 5.58z" inkscape:randomized="0.0000000" sodipodi:cy="626.70453" sodipodi:cx="285.61685"/>
<path id="shapes-f16-el.svgpath3430" sodipodi:sides="5" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width="1pt" fill="#8eff00" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.71680 .21703 .21703 -.71680 -66.024 504.58)" inkscape:rounded="0.24000000" sodipodi:r1="38.196964" sodipodi:r2="9.5492411" sodipodi:arg1="-0.0000000" sodipodi:arg2="0.62831853" sodipodi:type="star" d="m323.81 626.7c0 7.44-26.1-0.4-30.47 5.62-4.37 6.01 11.15 28.41 4.08 30.71s-7.68-24.95-14.75-27.24c-7.08-2.3-23.58 19.38-27.96 13.37-4.37-6.02 21.36-15.02 21.36-22.46 0-7.43-25.73-16.43-21.36-22.45 4.38-6.01 20.88 15.67 27.96 13.37 7.07-2.3 7.68-29.54 14.75-27.24 7.07 2.29-8.45 24.7-4.08 30.71 4.37 6.02 30.47-1.82 30.47 5.61z" inkscape:randomized="0.0000000" sodipodi:cy="626.70453" sodipodi:cx="285.61685"/>
<path id="shapes-f16-el.svgpath1586" sodipodi:sides="3" inkscape:flatsided="true" stroke="#000" stroke-width="1.4275" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.11236 .0068491 .0068491 -.11236 7.8815 207.15)" inkscape:rounded="0.21000000" sodipodi:r1="38.821625" sodipodi:r2="36.683537" sodipodi:arg1="0.59891126" sodipodi:arg2="1.6461088" sodipodi:type="star" d="m378.67 671.15c-7.96 11.66-60.93 7.66-67.05-5.06-6.12-12.73 23.82-56.6 37.91-55.54 14.08 1.06 37.1 48.94 29.14 60.6z" inkscape:randomized="0.0000000" sodipodi:cy="649.26288" sodipodi:cx="346.60431" stroke-dasharray="1.4274618 1.4274618"/>
<path id="shapes-f16-el.svgpath2214" sodipodi:sides="4" inkscape:flatsided="true" stroke="#000" stroke-width="1.4275" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.11121 -.017408 -.017408 -.11121 34.312 215.82)" inkscape:rounded="0.21000000" sodipodi:r1="38.821625" sodipodi:r2="36.683537" sodipodi:arg1="0.59891126" sodipodi:arg2="1.3843094" sodipodi:type="star" d="m378.67 671.15c-6.5 9.52-44.43 16.68-53.95 10.18s-16.68-44.43-10.18-53.95c6.5-9.53 44.43-16.68 53.95-10.18s16.68 44.43 10.18 53.95z" inkscape:randomized="0.0000000" sodipodi:cy="649.26288" sodipodi:cx="346.60431" stroke-dasharray="1.4275137 1.4275137"/>
<path id="shapes-f16-el.svgpath2215" sodipodi:sides="5" inkscape:flatsided="true" stroke="#000" stroke-width="1.4275" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.10622 -.037266 -.037266 -.10622 59.874 219.4)" inkscape:rounded="0.21000000" sodipodi:r1="38.821625" sodipodi:r2="36.683537" sodipodi:arg1="0.59891126" sodipodi:arg2="1.2272298" sodipodi:type="star" d="m378.67 671.15c-5.4 7.91-33.77 18.06-42.97 15.37s-27.62-26.54-27.9-36.12 16.7-34.46 25.73-37.69c9.02-3.23 37.94 5.24 43.8 12.82 5.86 7.59 6.74 37.7 1.34 45.62z" inkscape:randomized="0.0000000" sodipodi:cy="649.26288" sodipodi:cx="346.60431" stroke-dasharray="1.4274952 1.4274952"/>
<path id="shapes-f16-el.svgpath2216" sodipodi:sides="6" inkscape:flatsided="true" stroke="#000" stroke-width="1.4275" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.11252 .0031539 .0031539 -.11252 42.438 209.55)" inkscape:rounded="0.21000000" sodipodi:r1="38.821625" sodipodi:r2="36.683537" sodipodi:arg1="0.59891126" sodipodi:arg2="1.1225100" sodipodi:type="star" d="m378.67 671.15c-4.6 6.73-26.86 17.44-34.99 16.82-8.13-0.61-28.53-14.53-32.06-21.88s-1.68-31.98 2.92-38.71c4.6-6.74 26.86-17.44 34.99-16.83 8.12 0.61 28.53 14.54 32.06 21.89 3.53 7.34 1.67 31.97-2.92 38.71z" inkscape:randomized="0.0000000" sodipodi:cy="649.26288" sodipodi:cx="346.60431" stroke-dasharray="1.4274604 1.4274604"/>
<path id="shapes-f16-el.svgpath905" sodipodi:sides="3" fill-opacity=".74998" inkscape:flatsided="false" stroke="#000" stroke-width="4.2" fill="#ff6000" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.060433 0 0 -.060433 168.52 2.007)" inkscape:rounded="-3.0000000" sodipodi:r1="266.75140" sodipodi:r2="86.869286" sodipodi:arg1="0.54565505" sodipodi:arg2="0.65224913" sodipodi:type="star" d="m-423.46-910.2c-209.55-499.7-700.64-98-158.98-85.71 936.38 21.31-1232.1-42.69-302.93 75.52 537.5 68.35 435.24-557.81 153.71-94.81-486.64 800.26 652.97-1045.7 86.07-300.1-327.95 431.29 265.43 655.79 5.26 180.5-449.77-821.6 579.11 1088.3 216.87 224.6z" inkscape:randomized="0.0000000" sodipodi:cy="-1048.6403" sodipodi:cx="-651.47363"/>
<path id="shapes-f16-el.svgpath4053" sodipodi:sides="6" fill-opacity=".75" inkscape:flatsided="false" stroke="#acacac" stroke-width="1pt" fill="#fcfcfc" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.47781 .073715 .073715 -.47781 -114.92 309.1)" inkscape:rounded="3.0000000" sodipodi:r1="27.681587" sodipodi:r2="11.966143" sodipodi:arg1="0.20131714" sodipodi:arg2="-3.0483195" sodipodi:type="star" d="m299.45 611.76c-49.54-107.97 39.73-95.58-39.03-6.65-68.24 77.04-38.87 111.31 20.68 27.37 68.74-96.89 102.64-13.38-13.76-37.13-100.84-20.57-115.83 21.99-13.36 31.6 118.28 11.08 62.91 82.19 25.27-30.49-32.6-97.61-76.96-89.31-34.04 4.23 49.54 107.97-39.73 95.58 39.04 6.65 68.23-77.05 38.87-111.31-20.69-27.37-68.73 96.89-102.64 13.38 13.76 37.13 100.85 20.57 115.84-21.99 13.37-31.6-118.28-11.08-62.91-82.19-25.28 30.48 32.6 97.62 76.96 89.32 34.04-4.22z" inkscape:randomized="0.0000000" sodipodi:cy="606.22424" sodipodi:cx="272.33234"/>
<path id="shapes-f16-el.svgpath1545" sodipodi:sides="3" inkscape:flatsided="false" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.27028 -.080435 -.080435 -.27028 39.032 168.46)" inkscape:rounded="-3.0000000" sodipodi:r1="39.614254" sodipodi:r2="1.0779980" sodipodi:arg1="2.3198469" sodipodi:arg2="3.3670445" sodipodi:type="star" d="m370.53 449.24c85.87 79.85 52.13-143.54 25.92-29.25s101.5-72.07-10.59-37.63c-112.08 34.45 98.25 116.93 12.37 37.08-85.87-79.85 11.67 123.94 37.88 9.64 26.22-114.29-150.38 26.62-38.29-7.82 112.08-34.45-113.17-51.87-27.29 27.98z" inkscape:randomized="0.0000000" sodipodi:cy="420.22922" sodipodi:cx="397.50070"/>
<path id="shapes-f16-el.svgpath1591" sodipodi:sides="3" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".57521" fill="#8eff00" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(1.6275 0 0 1.6275 -153.18 -574.14)" inkscape:rounded="0.25000000" sodipodi:r1="17.850517" sodipodi:r2="2.4989247" sodipodi:arg1="0.51914611" sodipodi:arg2="1.5663437" sodipodi:type="star" d="m278.42 385.92c-2.08 3.64-11.3-6.37-15.49-6.35-4.18 0.01-13.32 10.11-15.43 6.49-2.11-3.61 11.18-6.6 13.25-10.23 2.08-3.64-2.09-16.6 2.09-16.61 4.19-0.02 0.13 12.97 2.24 16.59 2.11 3.61 15.42 6.48 13.34 10.11z" inkscape:randomized="0.0000000" sodipodi:cy="377.06650" sodipodi:cx="262.92249"/>
<text id="shapes-f16-el.svgtext2547" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="72.533112" x="269.70953" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2548" sodipodi:role="line" x="269.70953" y="72.533112"/><tspan id="shapes-f16-el.svgtspan2550"/><tspan id="shapes-f16-el.svgtspan2552" sodipodi:role="line" x="269.70953" y="77.307917">0,25</tspan></text>
<text id="shapes-f16-el.svgtext2856" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="37.697109" x="270.21283" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2555" sodipodi:role="line" x="270.21283" y="37.697109"/><tspan id="shapes-f16-el.svgtspan2557"/><tspan id="shapes-f16-el.svgtspan2559" sodipodi:role="line" x="270.21283" y="42.471914">0,25</tspan></text>
<text id="shapes-f16-el.svgtext2561" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="114.07111" x="270.13705" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2562" sodipodi:role="line" x="270.13705" y="114.07111"/><tspan id="shapes-f16-el.svgtspan2564"/><tspan id="shapes-f16-el.svgtspan2566" sodipodi:role="line" x="270.13705" y="118.84592">0,25</tspan></text>
<text id="shapes-f16-el.svgtext2568" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1) matrix(0.5 .86602 -.86602 0.5 0 0)" sodipodi:linespacing="120.00000%" font-size="3.979" y="-106.66351" x="214.9263" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2569" sodipodi:role="line" x="214.92630" y="-106.66351"/><tspan id="shapes-f16-el.svgtspan2571"/><tspan id="shapes-f16-el.svgtspan2573" sodipodi:role="line" x="214.92630" y="-101.88870">0,37</tspan></text>
<path id="shapes-f16-el.svgpath1554" sodipodi:sides="9" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".375" fill="#cecece" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.96459 .067199 .067199 -.96459 -356.57 688.7)" inkscape:rounded="0.43000000" sodipodi:r1="23.086590" sodipodi:r2="14.298160" sodipodi:arg1="1.1382904" sodipodi:arg2="1.4814137" sodipodi:type="star" d="m461.58 641.84c-4.19 1.97-3.79-7.1-8.4-6.72-4.67 0.39-2.82 9.24-7.34 8.04-4.47-1.19 1.66-7.88-2.12-10.55-3.82-2.7-8.09 5.27-10.78 1.44-2.66-3.78 6.34-4.97 5.16-9.44-1.2-4.52-9.59-1.17-9.19-5.83 0.39-4.61 8.05 0.27 10.02-3.91 1.99-4.24-6.59-7.06-3.29-10.38 3.26-3.27 5.99 5.38 10.19 3.45 4.25-1.97-0.51-9.65 4.15-10.06 4.6-0.42 1.13 7.97 5.59 9.18 4.52 1.23 5.81-7.71 9.64-5.04 3.8 2.65-4.25 6.84-1.62 10.64 2.67 3.84 9.41-2.19 10.63 2.33 1.21 4.47-7.65 2.5-8.07 7.11-0.43 4.66 8.6 4.37 6.64 8.62-1.95 4.19-7.48-3.01-10.76 0.25-3.32 3.3 3.78 8.89-0.45 10.87z" inkscape:randomized="0.0000000" sodipodi:cy="620.88135" sodipodi:cx="451.89960"/>
<text id="shapes-f16-el.svgtext2575" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="117.60011" x="116.22874" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2576" sodipodi:role="line" x="116.22874" y="117.60011"/><tspan id="shapes-f16-el.svgtspan2578"/><tspan id="shapes-f16-el.svgtspan2580" sodipodi:role="line" x="116.22874" y="122.37492">0,43</tspan></text>
<text id="shapes-f16-el.svgtext2582" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1) matrix(.38491 .92296 -.92296 .38491 0 0)" sodipodi:linespacing="120.00000%" font-size="3.979" y="-39.030281" x="32.583221" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2583" sodipodi:role="line" x="32.583221" y="-39.030281"/><tspan id="shapes-f16-el.svgtspan2585"/><tspan id="shapes-f16-el.svgtspan2587" sodipodi:role="line" x="32.583221" y="-34.255495">3,00</tspan></text>
<text id="shapes-f16-el.svgtext2589" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1) matrix(1 -.00059743 .00059743 1 0 0)" sodipodi:linespacing="120.00000%" font-size="3.979" y="38.639725" x="107.11456" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2590" sodipodi:role="line" x="107.11456" y="43.414501">-</tspan><tspan id="shapes-f16-el.svgtspan2592"/><tspan id="shapes-f16-el.svgtspan2594">3,00</tspan><tspan id="shapes-f16-el.svgtspan2596" sodipodi:role="line" x="107.11456" y="43.414501"/></text>
<path id="shapes-f16-el.svgpath896" sodipodi:sides="3" inkscape:flatsided="false" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.12086 0 0 -.12086 214.1 80.908)" inkscape:rounded="0.41000000" sodipodi:r1="120.20276" sodipodi:r2="60.101379" sodipodi:arg1="0.52807445" sodipodi:arg2="1.5752720" sodipodi:type="star" d="m328.28 553.07c-21.5 36.87-61.42-0.28-104.1-0.47s-82.92 36.59-104.09-0.46c-21.178-37.06 30.94-53.05 52.45-89.92 21.5-36.87 9.77-90.11 52.45-89.92s30.47 53.33 51.65 90.38c21.17 37.06 73.15 53.52 51.64 90.39z" inkscape:randomized="0.0000000" sodipodi:cy="492.50204" sodipodi:cx="224.45302"/>
<text id="shapes-f16-el.svgtext2598" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="17.90111" x="236.78233" font-family="sans-serif" sodipodi:insensitive="true" fill="#ffffff"><tspan id="shapes-f16-el.svgtspan2599" sodipodi:role="line" x="236.78233" y="17.901110"/><tspan id="shapes-f16-el.svgtspan2601"/><tspan id="shapes-f16-el.svgtspan2603" sodipodi:role="line" x="236.78233" y="22.675915">0,41</tspan></text>
<text id="shapes-f16-el.svgtext2909" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="95.56311" x="21.764177" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2606" sodipodi:role="line" x="21.764177" y="100.33792">5,43</tspan><tspan id="shapes-f16-el.svgtspan2608"/><tspan id="shapes-f16-el.svgtspan2610" sodipodi:role="line" x="21.764177" y="100.33792"/></text>
<text id="shapes-f16-el.svgtext2613" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="89.486107" x="63.424889" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan2613" sodipodi:role="line" x="63.424889" y="89.486107"/><tspan id="shapes-f16-el.svgtspan2615"/><tspan id="shapes-f16-el.svgtspan2617" sodipodi:role="line" x="63.424889" y="94.260912">1,85</tspan></text>
<text id="shapes-f16-el.svgtext3240" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="141.7691" x="62.71822" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan3241" sodipodi:role="line" x="62.718220" y="141.76910"/><tspan id="shapes-f16-el.svgtspan3243"/><tspan id="shapes-f16-el.svgtspan3245" sodipodi:role="line" x="62.718220" y="146.54391">0,21</tspan></text>
<text id="shapes-f16-el.svgtext3868" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1) matrix(1 -.00059743 .00059743 1 0 0)" sodipodi:linespacing="120.00000%" font-size="3.979" y="66.356537" x="106.78857" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan3869" sodipodi:role="line" x="106.78857" y="71.131313">-</tspan><tspan id="shapes-f16-el.svgtspan3871"/><tspan id="shapes-f16-el.svgtspan3873">3,00</tspan><tspan id="shapes-f16-el.svgtspan3875" sodipodi:role="line" x="106.78857" y="71.131313"/></text>
<path id="shapes-f16-el.svgpath4498" sodipodi:sides="9" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".71102" fill="#cecece" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.50303 .083862 -.083862 .50303 540.58 -2474.8)" inkscape:rounded="-0.43000000" sodipodi:r1="46.149918" sodipodi:r2="18.172943" sodipodi:arg1="0.93231400" sodipodi:arg2="1.2813799" sodipodi:type="star" d="m132.89 5179.5c10.26-7.6-34.571-16-22.32-19.6 12.25-3.7-20.697 27.9-7.94 28.6 12.76 0.8-16.198-34.4-4.468-29.4 11.728 5.1-33.782 8.1-24.496 16.9 9.285 8.8 9.746-36.8 15.467-25.4s-31.059-15.5-29.594-2.8c1.466 12.7 31.136-22 28.169-9.6-2.966 12.5-13.803-31.8-20.843-21.2-7.041 10.7 37.955 3.3 27.689 10.9-10.265 7.6 9.916-33.3-2.34-29.7-12.252 3.7 27.016 26.9 14.256 26.1-12.763-0.7 28.99-19.1 17.26-24.2s3.43 38-5.85 29.2c-9.29-8.8 34.5 3.9 28.78-7.5s-21.76 31.3-23.22 18.6c-1.47-12.7 23.87 25.2 26.84 12.8 2.96-12.5-36.77 9.9-29.73-0.7 7.04-10.7 2.07 34.6 12.34 27z" inkscape:randomized="0.0000000" sodipodi:cy="5142.4639" sodipodi:cx="105.38494"/>
<text id="shapes-f16-el.svgtext4499" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="122.21311" x="156.34573" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan4500" sodipodi:role="line" x="156.34573" y="126.98792">-0,43</tspan><tspan id="shapes-f16-el.svgtspan4502"/><tspan id="shapes-f16-el.svgtspan4504" sodipodi:role="line" x="156.34573" y="126.98792"/></text>
<path id="shapes-f16-el.svgpath5127" sodipodi:sides="5" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".71102" fill="#00edff" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.30673 -.042679 .042679 .30673 -195.03 -1440.1)" inkscape:rounded="-8.9362223" sodipodi:r1="17.613136" sodipodi:r2="8.1117020" sodipodi:arg1="-2.7000003" sodipodi:arg2="-2.0716818" sodipodi:type="star" d="m-6.3694 5101.1c-45.965 97.2 106.37-51.3 12.028 0.4-94.339 51.6 112.81 3.3 6.1344-10.4-106.68-13.6 81.595 85.3 3.324 11.6-78.27-73.8 31.71 108.3 11.744 2.6s-55.938 104-9.973 6.8c45.965-97.3-93.215 63.6 1.124 11.9 94.338-51.6-116.17-21-9.4888-7.4 106.68 13.7-89.319-69-11.049 4.8 78.271 73.8-15.857-117 4.1092-11.3s38.013-106.3-7.9528-9z" inkscape:randomized="0.0000000" sodipodi:cy="5108.5903" sodipodi:cx="9.5541286"/>
<text id="shapes-f16-el.svgtext6108" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="143.25011" x="21.20429" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f16-el.svgtspan5129" sodipodi:role="line" x="21.204290" y="148.02491">-8,94</tspan><tspan id="shapes-f16-el.svgtspan5131"/><tspan id="shapes-f16-el.svgtspan5133" sodipodi:role="line" x="21.204290" y="148.02491"/></text>
<path id="shapes-f16-el.svgpath5833" sodipodi:sides="4" inkscape:flatsided="true" style="color:#000000" fill-rule="evenodd" transform="translate(10 5381.1) matrix(.24131 0 0 .24131 59.66 -1049.7)" inkscape:rounded="0.39000000" sodipodi:r1="45.711628" sodipodi:r2="32.323002" sodipodi:arg1="0.78539816" sodipodi:arg2="1.5707963" sodipodi:type="star" d="m203.96 4729.2c-17.83 17.8-46.82 17.8-64.65 0s-17.83-46.8 0-64.6c17.83-17.9 46.82-17.9 64.65 0 17.82 17.8 17.82 46.8 0 64.6z" inkscape:randomized="0.0000000" sodipodi:cy="4696.8921" sodipodi:cx="171.63371"/>
<text id="shapes-f16-el.svgtext5837" line-height="120.00000%" xml:space="preserve" transform="translate(10 5381.1)" sodipodi:linespacing="120.00000%" font-size="3.979" y="80.288109" x="96.318428" font-family="sans-serif" sodipodi:insensitive="true" fill="#ffffff"><tspan id="shapes-f16-el.svgtspan5838" sodipodi:role="line" x="96.318428" y="80.288109"/><tspan id="shapes-f16-el.svgtspan5840"/><tspan id="shapes-f16-el.svgtspan5842" sodipodi:role="line" x="96.318428" y="85.062914">0,39</tspan></text>
<rect id="d0e648" display="none" height="1e3px" width="288" y="5543.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e648"/>
</flowRegion>
<flowDiv xml:space="preserve">Εάν θέλετε οι κορυφές του αστεριού να είναι απότομες αλλά οι κοίλες ομαλές ή το αντίστροφο, αυτό γίνεται εύκολα δημιουργώντας μια <flowSpan font-style="italic">μετατόπιση</flowSpan> (<flowSpan font-weight="bold">Ctrl+J</flowSpan>) από το αστέρι:</flowDiv>
</flowRoot>
<path id="shapes-f17-el.svgpath2694" sodipodi:type="inkscape:offset" d="m62.5 24.969c-0.50562 1.2622-0.99255 2.2942-1.5312 3.7812-0.96476 2.6631-1.9459 5.4939-3.2812 8.0312-1.3353 2.5374-2.9963 5.2707-6.625 6.2812-3.813 1.062-6.832-0.502-9.532-2.062-2.699-1.56-5.288-3.546-7.719-5.344-1.182-0.875-1.987-1.272-3.031-1.968 0.64117 0.8241 0.95878 1.3746 1.7188 2.2812 1.9008 2.2675 4.002 4.6899 5.6875 7.25 1.6854 2.5601 3.4706 5.4524 2.4688 9.3438-0.98604 3.8299-3.8641 5.6611-6.5625 7.2188-2.6984 1.5576-5.6995 2.7948-8.4688 4-1.3716 0.59692-2.1439 1.0922-3.2812 1.6562 1.0486-0.14499 1.6895-0.13443 2.875-0.34375 2.9122-0.5142 6.0662-1.1312 9.125-1.3125s6.4747-0.28202 9.3438 2.5312c2.8239 2.769 2.9707 6.1663 2.9688 9.2812-0.002 3.115-0.43846 6.3445-0.78125 9.3438-0.16486 1.4425-0.10553 2.3235-0.1875 3.5625 0.38791-0.95721 0.69431-1.4967 1.0938-2.5938 1.0114-2.7779 2.0645-5.7926 3.4375-8.5312s3.0053-5.7348 6.875-6.8125c3.812-1.0616 6.8319 0.50266 9.5312 2.0625 2.6994 1.5598 5.2884 3.5458 7.7188 5.3438 1.1826 0.87488 1.9876 1.2724 3.0312 1.9688-0.64117-0.8241-0.95878-1.3746-1.7188-2.2812-1.9008-2.2675-4.002-4.6899-5.6875-7.25-1.686-2.56-3.471-5.452-2.469-9.344 0.98604-3.8299 3.8641-5.6611 6.5625-7.2188 2.6984-1.5576 5.6995-2.7948 8.4688-4 1.3716-0.59692 2.1439-1.0922 3.2812-1.6562-1.0486 0.14499-1.6895 0.13443-2.875 0.34375-2.9122 0.5142-6.0662 1.1312-9.125 1.3125s-6.4747 0.28202-9.3438-2.5312c-2.8239-2.769-2.9707-6.1663-2.9688-9.2812 0.002-3.115 0.43846-6.3445 0.78125-9.3438 0.172-1.507 0.139-2.44 0.219-3.719z" fill-rule="evenodd" xlink:href="#shapes-f17-el.svgpath2693" inkscape:original="M 63.34375 16.28125 C 57.845938 17.170119 55.922201 37.128396 49.875 38.8125 C 43.139438 40.688307 29.350635 22.780244 24.25 27.5625 C 19.365349 32.142254 38.044466 44.984396 36.375 51.46875 C 34.631716 58.239822 12.252512 61.222842 13.84375 68.03125 C 15.367608 74.551359 35.812868 64.780773 40.59375 69.46875 C 45.586028 74.364015 36.964377 95.223849 43.65625 97.25 C 50.064759 99.190355 51.830902 76.608877 58.28125 74.8125 C 65.016812 72.936693 78.805615 90.844756 83.90625 86.0625 C 88.790901 81.482746 70.111784 68.640604 71.78125 62.15625 C 73.524534 55.385178 95.903738 52.402158 94.3125 45.59375 C 92.788642 39.073641 72.343382 48.844227 67.5625 44.15625 C 62.570222 39.260985 71.191873 18.401151 64.5 16.375 C 64.099468 16.253728 63.710271 16.221992 63.34375 16.28125 z " transform="translate(10 5590.9) matrix(1.3205 0 0 1.3205 80.682 -18) translate(-10 -5590.9)" stroke="#000" fill-opacity=".75" inkscape:href="#shapes-f17-el.svgpath2693" inkscape:radius="-4.4234619" xmlns:cc="http://creativecommons.org/ns#" stroke-width=".47330" fill="#ffb800"/>
<path id="shapes-f17-el.svgpath2696" style="color:#000000" sodipodi:type="inkscape:offset" d="m64.719 6.375c-0.947-0.0763-1.964-0.0375-2.969 0.125-7.0587 1.1412-9.2371 5.8951-10.781 8.875-1.5441 2.9799-2.5128 5.8613-3.4688 8.5-0.46102 1.2726-0.80157 1.9503-1.2188 3-1.2612-0.87541-2.3722-1.592-3.9375-2.75-2.5373-1.8771-5.1596-3.9184-8.7188-5.5625-1.7796-0.82203-3.8867-1.6254-6.7812-1.7188-2.8945-0.09337-6.7971 1.0518-9.375 3.4688-2.6051 2.4424-4.0912 6.7317-3.9375 9.8125 0.15371 3.0808 1.1188 5.1305 2.0312 6.8438 1.8249 3.4265 3.9573 5.8564 5.9375 8.2188 1.1531 1.3756 1.8525 2.305 2.75 3.4375-1.3875 0.65445-2.5587 1.2231-4.3438 2-2.8914 1.2584-5.9858 2.5201-9.1875 4.7812-1.6009 1.1306-3.3485 2.5395-4.875 5s-2.4598 6.4368-1.6562 9.875c0.81236 3.4758 3.7848 6.9051 6.5312 8.3125 2.7465 1.4074 4.9976 1.591 6.9375 1.6562 3.8798 0.13042 7.0287-0.49558 10.062-1.0312 1.7646-0.31156 2.9166-0.44456 4.3438-0.65625-0.12795 1.525-0.2172 2.8224-0.4375 4.75-0.3579 3.1315-0.79258 6.4403-0.4375 10.344 0.17754 1.9517 0.50748 4.134 1.875 6.6875s4.3403 5.3833 7.7188 6.4062c3.4154 1.0341 7.8766 0.1735 10.469-1.5 2.5921-1.6735 3.8792-3.5406 4.9062-5.1875 2.0541-3.2938 3.0713-6.356 4.125-9.25 0.60906-1.6728 1.0658-2.7263 1.5938-4.0625 1.2612 0.87541 2.3722 1.592 3.9375 2.75 2.5373 1.8771 5.1596 3.9184 8.7188 5.5625 1.7796 0.82203 3.8867 1.6254 6.7812 1.7188 2.8945 0.09337 6.7971-1.0518 9.375-3.4688 2.6051-2.4424 4.0912-6.7317 3.9375-9.8125-0.15371-3.0808-1.1188-5.1305-2.0312-6.8438-1.8249-3.4265-3.9573-5.8564-5.9375-8.2188-1.1531-1.3756-1.8525-2.305-2.75-3.4375 1.3875-0.65445 2.5587-1.2231 4.3438-2 2.8914-1.2584 5.9858-2.5201 9.1875-4.7812 1.6009-1.1306 3.3485-2.5395 4.875-5s2.4598-6.4368 1.6562-9.875c-0.81236-3.4758-3.7848-6.9051-6.5312-8.3125-2.747-1.408-4.998-1.592-6.938-1.657-3.8798-0.13042-7.0287 0.49558-10.062 1.0312-1.7646 0.31156-2.9166 0.44456-4.3438 0.65625 0.12795-1.525 0.2172-2.8224 0.4375-4.75 0.3579-3.1315 0.79258-6.4403 0.4375-10.344-0.17754-1.9517-0.50748-4.134-1.875-6.6875-1.369-2.553-4.342-5.3831-7.72-6.406-0.823-0.2493-1.71-0.4237-2.656-0.5z" fill-rule="evenodd" xlink:href="#shapes-f17-el.svgpath2693" inkscape:original="M 63.34375 16.28125 C 57.845938 17.170119 55.922201 37.128396 49.875 38.8125 C 43.139438 40.688307 29.350635 22.780244 24.25 27.5625 C 19.365349 32.142254 38.044466 44.984396 36.375 51.46875 C 34.631716 58.239822 12.252512 61.222842 13.84375 68.03125 C 15.367608 74.551359 35.812868 64.780773 40.59375 69.46875 C 45.586028 74.364015 36.964377 95.223849 43.65625 97.25 C 50.064759 99.190355 51.830902 76.608877 58.28125 74.8125 C 65.016812 72.936693 78.805615 90.844756 83.90625 86.0625 C 88.790901 81.482746 70.111784 68.640604 71.78125 62.15625 C 73.524534 55.385178 95.903738 52.402158 94.3125 45.59375 C 92.788642 39.073641 72.343382 48.844227 67.5625 44.15625 C 62.570222 39.260985 71.191873 18.401151 64.5 16.375 C 64.099468 16.253728 63.710271 16.221992 63.34375 16.28125 z " transform="translate(10 5590.9) matrix(.82737 0 0 .82737 205.7 10.537) translate(-10 -5590.9)" stroke="#000" fill-opacity=".75" inkscape:href="#shapes-f17-el.svgpath2693" inkscape:radius="9.9201479" xmlns:cc="http://creativecommons.org/ns#" stroke-width=".75541" fill="#ffb800"/>
<path id="shapes-f17-el.svgpath2693" sodipodi:sides="6" fill-opacity=".75" inkscape:flatsided="false" stroke="#000" stroke-width=".625" fill="#ffb800" style="color:#000000" fill-rule="evenodd" transform="translate(-22.785 389.7)" inkscape:rounded="0.25000000" sodipodi:r1="41.765072" sodipodi:r2="18.491833" sodipodi:arg1="0.77559456" sodipodi:arg2="1.3411834" xmlns:cc="http://creativecommons.org/ns#" sodipodi:type="star" d="m116.68 5287.2c-5.1 4.8-18.88-13.1-25.616-11.2-6.45 1.8-8.213 24.4-14.622 22.4-6.692-2 1.916-22.9-3.076-27.8-4.781-4.7-25.22 5.1-26.744-1.4-1.592-6.8 20.792-9.8 22.535-16.6 1.67-6.5-17.006-19.3-12.122-23.9 5.101-4.7 18.876 13.2 25.612 11.3 6.45-1.8 8.214-24.4 14.622-22.5 6.691 2.1-1.916 22.9 3.081 27.8 4.78 4.7 25.22-5 26.74 1.5 1.59 6.8-20.79 9.8-22.54 16.5-1.67 6.5 17.01 19.3 12.13 23.9z" inkscape:randomized="0.0000000" sodipodi:cy="5257.9824" sodipodi:cx="86.855721"/>
<flowRoot id="shapes-f17-el.svgflowRoot2701" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(9.7685 5590.9)" font-size="6" xmlns:cc="http://creativecommons.org/ns#"><flowRegion id="shapes-f17-el.svgflowRegion2703"><rect id="shapes-f17-el.svgrect2705" height="15" width="84.643" y="-.13782" x="11.786"/></flowRegion><flowPara id="shapes-f17-el.svgflowPara2707">Αρχικό αστέρι</flowPara></flowRoot>
<flowRoot id="shapes-f17-el.svgflowRoot2709" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(103.08 5590.8)" font-size="6" xmlns:cc="http://creativecommons.org/ns#"><flowRegion id="shapes-f17-el.svgflowRegion2711"><rect id="shapes-f17-el.svgrect2713" height="15" width="84.643" y="-.13782" x="11.786"/></flowRegion><flowPara id="shapes-f17-el.svgflowPara2715">Συνδεμένη μετατόπιση, συρρίκνωση</flowPara></flowRoot>
<flowRoot id="shapes-f17-el.svgflowRoot2717" style="text-anchor:middle;text-align:center" xml:space="preserve" transform="translate(205.27 5590.8)" font-size="6" xmlns:cc="http://creativecommons.org/ns#"><flowRegion id="shapes-f17-el.svgflowRegion2719"><rect id="shapes-f17-el.svgrect2721" height="15" width="84.643" y="-.13782" x="11.786"/></flowRegion><flowPara id="shapes-f17-el.svgflowPara2723">Συνδεμένη μετατόπιση, επέκταση</flowPara></flowRoot>
<rect id="d0e667" display="none" height="1e3px" width="288" y="5702.1" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e667"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+σύρσιμο</flowSpan> των λαβών του αστεριού στο Inkscape είναι μια από τα πιο ωραίες ασχολίες γνωστές στον άνθρωπο. Αλλά μπορεί να γίνει ακόμα καλύτερο.</flowDiv>
</flowRoot>
<rect id="d0e672" display="none" height="1e3px" width="288" y="5741.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e672"/>
</flowRegion>
<flowDiv xml:space="preserve">Για να μιμηθούμε καλύτερα τον πραγματικό κόσμο των σχημάτων, το Inkscape μπορεί να <flowSpan font-style="italic">κάνει τυχαία</flowSpan> (δηλαδή τυχαία παραμόρφωση) των αστεριών του και πολυγώνων του. Ελαφριά τυχαιότητα κάνει ένα αστέρι λιγότερο κανονικό, πιο ανθρώπινο, συχνά αστείο. Ισχυρή τυχαιότητα είναι ένας τρόπος δημιουργίας απρόβλεπτων σχημάτων. Ένα στρογγυλεμένο αστέρι παραμένει ομαλά στρογγυλεμένο όταν τυχαιοποιηθεί. Ιδού οι συντομεύσεις:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 5829.5)"/>
<rect id="d0e681" display="none" height="1e3px" width="258" y="5823.5" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e681"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> μιας εφαπτομενικής λαβής για τυχαιοποίηση του αστεριού ή πολυγώνου.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 5858.2)"/>
<rect id="d0e687" display="none" height="1e3px" width="258" y="5852.2" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e687"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+κλικ</flowSpan> σε μια λαβή για αφαίρεση τυχαίου.</flowDiv>
</flowRoot>
<rect id="d0e693" display="none" height="1e3px" width="288" y="5870.3" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e693"/>
</flowRegion>
<flowDiv xml:space="preserve">Καθώς σχεδιάζετε ή επεξεργάζεστε με σύρσιμο τη λαβή ενός τυχαιοποιημένου αστεριού, θα “τρέμει” επειδή κάθε μοναδική θέση των λαβών του αντιστοιχεί στη δικιά του μοναδική τυχαιοποίηση. Έτσι, μετακινώντας μια λαβή χωρίς Alt επανατυχαιοποιεί το σχήμα στην ίδια στάθμη τυχαιοποίησης, ενώ με Alt-σύρσιμο κρατά την ίδια τυχαιοποίηση αλλά ρυθμίζει τη στάθμη του. Ιδού αστέρια των οποίων οι παράμετροι είναι ακριβώς οι ίδιοι, αλλά καθένα τους επανατυχαιοποιήθηκε με πολύ μικρή μετακίνηση της λαβής του (η στάθμη τυχαιοποίησης είναι 0,1 παντού):</flowDiv>
</flowRoot>
<path id="shapes-f18-el.svgpath2788" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 5981.6) matrix(.84722 0 0 .84722 6.3302 -4695.8)" inkscape:rounded="0.22000000" sodipodi:r1="30.728476" sodipodi:r2="15.364238" sodipodi:arg1="0.50595040" sodipodi:arg2="0.98389742" sodipodi:type="star" d="m58.553 5590.9c-2.573 3.4-15.025-3.5-17.918-0.9-2.79 2.5 2.345 13.8-1.678 14.3-4.171 0.5-3.815-14.6-7.67-15.8-3.717-1.1-17.979 13.8-20.426 10.9-2.5377-3 10.265-12.7 9.009-16.5-1.211-3.7-17.879-6.6-17.172-10.4 0.7341-3.8 17.703-1.3 20.075-4.5 2.287-3.2-12.72-18.7-9.402-20.4 3.441-1.8 15.229 12.9 19.096 12 3.729-0.8 9.056-18.4 12.69-16.9 3.767 1.5-1.457 17.7 1.295 20.6 2.654 2.8 15.207-3.8 16.541-0.2 1.384 3.8-13.038 9.9-12.837 14.1 0.193 4 10.878 10.5 8.397 13.7z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f18-el.svgpath2789" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 5981.6) matrix(.84722 0 0 .84722 66.37 -4695.8)" inkscape:rounded="0.22000000" sodipodi:r1="29.479511" sodipodi:r2="15.188270" sodipodi:arg1="0.16874813" sodipodi:arg2="0.64669515" sodipodi:type="star" d="m62.192 5577.2c-0.733 3.7-11.065 1.3-13.354 4.4-2.202 3 0.954 16.5-2.147 18.6-3.224 2.1-10.016-9.4-13.797-9.6-3.637-0.2-5.862 11.4-9.399 10.1-3.677-1.3 2.956-10.2 0.649-13.4-2.22-3.2-17.575-0.2-18.85-3.8-1.3261-3.8 12.33-5.9 12.606-9.9 0.266-3.9-11.16-13.3-8.5838-16.1 2.6778-2.9 16.669 7.8 20.11 5.9 3.311-1.8 1.811-16.6 5.419-16.4 3.751 0.2 4.374 11.2 7.702 12.9 3.203 1.6 11.043-5.2 13.397-2.2 2.447 3.1-8.982 7.4-8.346 11.1 0.611 3.7 15.299 4.9 14.594 8.4z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f18-el.svgpath2790" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 5981.6) matrix(.84722 0 0 .84722 126.41 -4695.8)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m62.487 5591.1c-2.584 3.2-19.795-4.8-23.125-2.6-3.211 2.1 1.401 15.8-2.556 16.8-4.103 1-1.338-12.7-5.129-13.9-3.657-1-19.069 8.4-21.492 5.3-2.5119-3.3 10.704-13.8 9.457-17.8-1.203-3.8-19.512-0.1-18.462-3.9 1.0885-4 14.981-5.7 17.32-9.1 2.256-3.2-6.854-14-3.398-16.1 3.584-2 15.403 9.4 19.48 9.5 3.933 0.1 6.508-13.9 9.898-12.1 3.515 1.8-4.156 14.7-1.096 17.2 2.951 2.4 17.494-6.3 19.072-2.7 1.636 3.7-13.965 11.1-14.782 15.1-0.788 3.7 17.305 11.1 14.813 14.3z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f18-el.svgpath2791" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 5981.6) matrix(.84722 0 0 .84722 186.45 -4695.8)" inkscape:rounded="0.22000000" sodipodi:r1="30.324377" sodipodi:r2="15.162188" sodipodi:arg1="0.59796906" sodipodi:arg2="1.0759160" sodipodi:type="star" d="m60.008 5593.6c-1.883 3.4-12.402-8.2-15.83-6.5-3.306 1.6-1.726 20.6-5.635 20.7-4.053 0.1-4.988-16.2-8.797-17.4-3.673-1.1-13.903 7-16.41 4-2.598-3 9.392-11.8 8.745-15.9-0.624-3.8-15.727-2.2-15.135-6 0.6134-4 11.013-1.7 12.747-5.1 1.672-3.3-1.474-16.7 2.196-18.5 3.805-1.7 6.817 10.2 10.617 9.3 3.665-0.9 10.537-11.7 14.221-10.6 3.821 1.2-4.262 11.4-1.488 14.2 2.676 2.8 14.591-1.9 15.512 1.8 0.956 3.8-9.663 10.4-9.963 14.4-0.289 3.9 11.036 12.4 9.22 15.6z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f18-el.svgpath2792" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 5981.6) matrix(.84722 0 0 .84722 246.49 -4695.8)" inkscape:rounded="0.22000000" sodipodi:r1="30.103865" sodipodi:r2="15.051932" sodipodi:arg1="0.72564034" sodipodi:arg2="1.2035873" sodipodi:type="star" d="m59.226 5596.8c-2.425 3.3-15.132-7.7-18.888-6.7-3.624 1-6.802 16.9-10.457 16.7-3.789-0.1 2.399-14.8-1.253-16.7-3.522-1.7-14.588 7.8-16.308 4.3-1.783-3.6 6.846-14.3 5.691-18-1.114-3.6-16.06-6.3-14.948-10.2 1.1537-4 19.097 2.1 21.458-1.3 2.278-3.4-4.961-14.2-1.253-15 3.844-0.8 9.38 11.6 13.462 12.2 3.937 0.6 9.297-19 12.452-16.6 3.272 2.4-7.578 16.5-4.826 19.6 2.655 3 18.78-2 18.937 1.9 0.164 4-12.063 8.2-12.607 12.1-0.525 3.7 10.879 14.6 8.54 17.7z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<rect id="d0e706" display="none" height="1e3px" width="288" y="6048.9" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e706"/>
</flowRegion>
<flowDiv xml:space="preserve">Και εδώ είναι το μεσαίο αστέρι από την προηγούμενη γραμμή, με τη στάθμη τυχαιότητας να ποικίλει από -0,2 μέχρι 0,2:</flowDiv>
</flowRoot>
<text id="shapes-f19-el.svgtext2848" sodipodi:linespacing="120.00000%" transform="translate(10 6085.7)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="274.15491" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f19-el.svgtspan2849" y="-2.4563127" x="274.15491" sodipodi:role="line"/><tspan id="shapes-f19-el.svgtspan2851"/><tspan id="shapes-f19-el.svgtspan2853" y="3.9817331" x="274.15491" sodipodi:role="line">+0,2</tspan></text>
<text id="shapes-f19-el.svgtext2841" sodipodi:linespacing="120.00000%" transform="translate(10 6085.7)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="212.89142" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f19-el.svgtspan2842" y="-2.4563127" x="212.89142" sodipodi:role="line"/><tspan id="shapes-f19-el.svgtspan2844"/><tspan id="shapes-f19-el.svgtspan2846" y="3.9817331" x="212.89142" sodipodi:role="line">+0,1</tspan></text>
<text id="shapes-f19-el.svgtext2833" sodipodi:linespacing="120.00000%" transform="translate(10 6085.7)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="4.1156874" x="151.42322" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f19-el.svgtspan2835" y="10.553733" x="151.42322" sodipodi:role="line">0</tspan><tspan id="shapes-f19-el.svgtspan2837"/><tspan id="shapes-f19-el.svgtspan2839" y="10.553733" x="151.42322" sodipodi:role="line"/></text>
<text id="shapes-f19-el.svgtext2814" sodipodi:linespacing="120.00000%" transform="translate(10 6085.7)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="4.1156874" x="83.021225" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f19-el.svgtspan2821" y="10.553733" x="83.021225" sodipodi:role="line">-0,1</tspan><tspan id="shapes-f19-el.svgtspan2829"/><tspan id="shapes-f19-el.svgtspan2831" y="10.553733" x="83.021225" sodipodi:role="line"/></text>
<text id="shapes-f19-el.svgtext2805" sodipodi:linespacing="120.00000%" transform="translate(10 6085.7)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="4.1156874" x="26.32832" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f19-el.svgtspan2807" y="10.553733" x="26.328320" sodipodi:role="line">-0,2</tspan><tspan id="shapes-f19-el.svgtspan2809"/><tspan id="shapes-f19-el.svgtspan2811" y="10.553733" x="26.328320" sodipodi:role="line"/></text>
<path id="shapes-f19-el.svgpath2797" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 6085.7) matrix(.84722 0 0 .84722 190.19 -4686.5)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m62.487 5591.1c-2.584 3.2-19.795-4.8-23.125-2.6-3.211 2.1 1.401 15.8-2.556 16.8-4.103 1-1.338-12.7-5.129-13.9-3.657-1-19.069 8.4-21.492 5.3-2.5119-3.3 10.704-13.8 9.457-17.8-1.203-3.8-19.512-0.1-18.462-3.9 1.0885-4 14.981-5.7 17.32-9.1 2.256-3.2-6.854-14-3.398-16.1 3.584-2 15.403 9.4 19.48 9.5 3.933 0.1 6.508-13.9 9.898-12.1 3.515 1.8-4.156 14.7-1.096 17.2 2.951 2.4 17.494-6.3 19.072-2.7 1.636 3.7-13.965 11.1-14.782 15.1-0.788 3.7 17.305 11.1 14.813 14.3z" inkscape:randomized="0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f19-el.svgpath2798" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 6085.7) matrix(.84722 0 0 .84722 126.41 -4686.5)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m60.295 5590.3c-2.167 3.4-14.768-4.9-18.133-2.7-3.245 2.2-0.057 16.9-3.924 17.3-4.01 0.4-5.384-14.6-9.219-15.9-3.699-1.2-13.19 10.5-15.922 7.7-2.833-2.9 8.055-13.3 6.638-17.1-1.367-3.6-16.392-3.8-15.931-7.6 0.4778-4.1 15.429-2 17.496-5.5 1.994-3.3-7.249-15.2-3.942-17.2 3.428-2.2 11.183 10.8 15.179 10.2 3.853-0.5 7.352-15.1 11.014-13.8 3.797 1.4-1.483 15.5 1.432 18.3 2.811 2.7 16.416-3.7 17.677 0 1.307 3.8-13.033 8.5-13.394 12.5-0.347 3.9 13.12 10.5 11.029 13.8z" inkscape:randomized="0.0000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f19-el.svgpath2799" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 6085.7) matrix(.84722 0 0 .84722 253.97 -4686.5)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m64.679 5591.8c-2.999 3.2-24.823-4.6-28.117-2.4-3.177 2.1 2.773 14.7-1.188 16.2-4.107 1.7 2.703-10.7-1.04-11.7-3.611-1-24.996 6.3-27.06 2.8-2.1398-3.6 13.334-14.3 12.275-18.5-1.022-4-22.639 3.6-20.993-0.2 1.7065-3.9 14.536-9.3 17.144-12.6 2.515-3.2-6.4602-13-2.853-15 3.739-2 19.716 8 23.781 8.7 3.921 0.6 5.725-12.7 8.781-10.5 3.169 2.3-6.804 14-3.625 16.3 3.067 2.1 18.584-8.9 20.468-5.5 1.954 3.6-14.914 13.9-16.17 17.6-1.212 3.7 21.489 11.8 18.597 14.8z" inkscape:randomized="0.20000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f19-el.svgpath2800" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 6085.7) matrix(.84722 0 0 .84722 59.088 -4686.5)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m58.104 5589.5c-1.756 3.5-9.742-5-13.142-2.8-3.28 2.2-1.593 17.9-5.293 17.8-3.835-0.2-9.433-16.5-13.307-17.9-3.737-1.3-7.367 12.5-10.354 10.1-3.098-2.5 5.388-12.8 3.82-16.4-1.513-3.4-13.292-7.6-13.4-11.4-0.1115-3.9 15.877 1.7 17.672-1.9 1.732-3.4-7.644-16.3-4.487-18.3 3.273-2.2 7.054 12.2 10.878 11.1 3.687-1.1 8.266-16.3 12.131-15.6 4.007 0.9 1.214 16.3 3.96 19.3 2.648 3 15.348-1 16.282 2.7 0.968 3.9-12.112 5.9-12.005 10 0.103 3.9 8.938 10 7.245 13.3z" inkscape:randomized="-0.10000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<path id="shapes-f19-el.svgpath2801" sodipodi:sides="7" inkscape:flatsided="false" fill="#ff6c2e" style="color:#000000" fill-rule="evenodd" transform="translate(10 6085.7) matrix(.84722 0 0 .84722 2.3953 -4686.5)" inkscape:rounded="0.22000000" sodipodi:r1="30.461117" sodipodi:r2="15.230559" sodipodi:arg1="0.53837452" sodipodi:arg2="1.0163215" sodipodi:type="star" d="m55.912 5588.8c-1.352 3.4-4.714-5.2-8.15-3-3.314 2.2-3.197 18.9-6.661 18.3-3.591-0.6-13.488-18.4-17.397-19.9-3.77-1.5-1.597 14.5-4.785 12.5-3.305-2 2.703-12.3 1.002-15.7-1.641-3.2-10.225-11.5-10.868-15.1-0.6673-3.8 16.323 5.3 17.848 1.7 1.47-3.4-8.041-17.4-5.033-19.5 3.12-2.2 3.01 13.6 6.577 11.9 3.44-1.6 9.257-17.4 13.247-17.2 4.138 0.2 3.937 17 6.489 20.3 2.462 3.2 14.285 1.6 14.887 5.4 0.624 4-11.195 3.4-10.617 7.4 0.558 3.9 4.765 9.5 3.461 12.9z" inkscape:randomized="-0.20000000" sodipodi:cy="5574.6763" sodipodi:cx="34.143131"/>
<rect id="d0e719" display="none" height="1e3px" width="288" y="6160.4" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e719"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> μιας λαβής του μεσαίου αστεριού σε αυτή τη γραμμή και παρατήρηση σαν να κάνει μορφισμό στα γειτονικά του στα δεξιά και αριστερά — και παραπέρα.</flowDiv>
</flowRoot>
<rect id="d0e724" display="none" height="1e3px" width="288" y="6199.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e724"/>
</flowRegion>
<flowDiv xml:space="preserve">Θα βρείτε προφανώς τις δικές σας εφαρμογές για τυχαιοποιημένα αστέρια, αλλά μου αρέσει ιδιαίτερα τα στρογγυλεμένα εξανθήματα σαν αμοιβάδα και μεγάλοι σκληροί πλανήτες με φανταστικά τοπία:</flowDiv>
</flowRoot>
<path id="shapes-f20-el.svgpath1599" style="color:#000000" d="m-37.728 155.36c4.2268 5.7132 9.7471 7.8679 17.311 4.3502 40.796-18.97-86.673-90.888-45.309-108.75 41.367-17.871 38.426 133.61 79.447 115.95 41.021-17.65-85.882-102.37-43.768-118.02 42.114-15.66 10.671 111.76 52.829 96.85 42.157-14.9-66.905-108.38-24.487-123.77 42.418-15.396 6.3065 143.19 49.273 130.56 42.966-12.64-78.565-123.49-35.751-136.42 42.814-12.921 15.198 146.6 58.146 134.79 42.947-11.81-78.229-132.05-34.315-142.3 43.914-10.257-9.116 133.12 34.2 123.57 43.312-9.55-55.846-112.53-11.336-119.51 44.508-6.9782-13.312 122.66 31.18 117.54 44.488-5.12-45.236-120.29-0.842-125.27 44.39-4.9757-14.104 134.72 30.31 130.13 44.42-4.59-38.921-132.64 6.05-134.45 44.96-1.7977-41.683 133.51 3.31 131.19 44.99-2.32-24.87-122.59 19.84-122.69 44.7-0.0924-25.39 112.8 18.95 113.58 44.35 0.77-45.2-127.22-0.28-125.5 44.92 1.7209-33.15 131.8 11.65 134.88 44.8 3.09-19.34-129.92 25.3-126.81 44.63 3.107-49.14 114.08-4.38 118.97 44.75 4.89-14.85-128.64 29.28-121.21 44.12 7.431-61.17 122.66-17.13 131.19 44.04 8.54-13.12-140.8 30.73-132.29 43.84 8.517-40.4 123.15 2.99 134 43.4 10.85-5.71-129.78 37.05-118.25 42.76 11.524-72.52 105.89-29.78 118.07 42.737 12.179-0.71732-125.38 41.836-112.09 42.553 13.287-66.615 102.32-24.046 116.44 42.569 14.114 13.337-115.43 55.144-99.755 41.807 15.673-83.282 110.42-41.37 125.72 41.912 15.309 23.595-141.93 64.915-125.23 41.32 16.701-75.913 110.59-35.427 128.69 40.487 18.092 19.601-145.73 59.911-126.04 39.688 19.384-87.015 109.19-53.099 132" inkscape:connector-curvature="0" transform="translate(10 6247.1)" stroke="#d9d9d9" xmlns:cc="http://creativecommons.org/ns#" stroke-width=".69435" fill="none"/>
<path id="shapes-f20-el.svgrect1295" sodipodi:nodetypes="ccccccccccccccccccccccccccccccccccccccccccccccccccc" stroke="#000" stroke-width="1.0607" fill="none" style="color:#000000" transform="translate(10 6247.1)" xmlns:cc="http://creativecommons.org/ns#" d="m328.54 123.82c-2.04 2.51-3.88 4.35-4.99 3.66-3.33-2.05 0.34-25.26-3.01-27.22-3.69-2.163-6.36 12.8-10.07 10.7-3.37-1.91 9.25-8.58 5.79-10.35-3.83-1.946-14.7 5.13-18.57 3.32-3.5-1.64-2.36-13.322-5.88-14.985-3.87-1.837-3.35 14.265-7.33 12.595-3.61-1.51 6.69-16.724 3.09-18.164-3.97-1.59-20.54 13.704-24.53 12.199-3.61-1.364 10.79-12.038 7.12-13.304-4.05-1.397-14.43 13.878-18.52 12.552-3.7-1.201 7.5-21.868 3.8-22.982-4.09-1.23-10.7 11.069-14.85 9.988-3.76-0.978 4.93-10.615 1.15-11.491-4.18-0.967-10 14.484-14.14 13.436-3.76-0.949-6.84-13.073-10.66-13.745-4.21-0.743-3.03 11.415-7.24 10.563-3.82-0.772 2.79-21.082-1.06-21.657-4.26-0.635-6.91 16.709-11.14 16.088-3.83-0.562-1.2-11.067-5.08-11.535-4.29-0.518-14.76 11.12-19.01 10.695-3.85-0.385 8.19-11.526 4.29-11.756-4.32-0.254-15.9 14.753-20.2 14.496-3.89-0.232 2.93-17.09-0.97-17.148-4.31-0.064-8.5 14.957-12.78 14.983-3.87 0.023-4.31-20.487-8.17-20.331-4.27 0.173 1.13 16.525-3.18 16.839-3.91 0.285-4.59-7.679-8.45-7.381-4.25 0.329-0.49 7.461-4.73 7.956-3.83 0.448-11.19-13.514-15.02-12.994-4.235 0.574-2.67 21.621-6.941 22.275-3.87 0.592 0.631-18.393-3.182-17.634-4.211 0.837-2.413 14.4-6.586 15.292-3.778 0.807-6.453-18.313-10.209-17.37-4.148 1.042 3.682 20.97-0.442 22.055-3.734 0.982-11.935-16.567-15.646-15.469-4.098 1.212 2.892 16.488-1.237 17.634-3.74 1.038-13.97-8.376-17.635-7.116-4.047 1.393 6.564 16.692 2.519 18.165-3.662 1.334-9.859-20.465-13.48-19.093-3.998 1.516 0.721 24.664-3.27 26.294-3.615 1.48-12.287-23.561-15.823-21.962-3.9044 1.765 10.94 19.832 7.027 21.652-3.543 1.66-19.163-10.446-22.629-8.658-3.8267 1.973 12.636 13.638 8.7956 15.558-3.4775 1.74-13.58-17.343-16.928-15.426-3.696 2.118 1.6126 18.456-2.121 20.506-3.381 1.86-7.656-7.7-11.005-5.74-3.699 2.16 5.923 11.37 2.254 13.65-2.198 1.37-7.606-4.02-12.022-7.33"/>
<path id="shapes-f20-el.svgpath2853" sodipodi:type="star" sodipodi:sides="10" sodipodi:r1="1251.4492" sodipodi:r2="717.9032" transform="translate(10 6247.1) matrix(.014410 .014410 -.014410 .014410 203.36 30.947)" sodipodi:arg2="0.67945593" sodipodi:arg1="0.32910642" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.35" inkscape:flatsided="false" d="m586.43 1426.2c-43.667 223.11-607.31-342.5-726.14-152.6-112.6 179.95 553.03 440.4 382.13 578.64-180.35 145.88-273.96-407.71-456.45-305.84-172.93 96.54-11.436 801.22-215.59 792.77-215.44-8.9183-83.98-767.01-303.44-842.74-207.96-71.765-426.09 622.49-600.81 515.36-184.38-113.05 354.61-587.55 223.54-773.32-124.21-176.04-522.91 318.63-603.81 115.21-85.375-214.66 303.14-189.77 324.77-409.72 20.494-208.42-506.85-141.74-455.73-344.73 53.949-214.21 691.12 193.59 847.25 59.021 147.96-127.52-367.81-470.08-183.99-586 193.98-122.32 341.59 357.45 556.79 280.72 203.93-72.708-292.41-729.02-70.122-723.97 234.58 5.3314 103.61 441.76 304.16 552.87 190.04 105.3 296.29-451.98 460.08-332.45 172.84 126.14-122.18 713.87 42.573 871.44 156.12 149.32 631.61-214.95 669.22-24.661 39.686 200.81-672.27 93.024-650.52 316.18 20.609 211.46 497.47 202.37 456.09 413.8z"/>
<path id="shapes-f20-el.svgpath1638" sodipodi:type="star" sodipodi:sides="10" sodipodi:r1="288.60358" sodipodi:r2="523.09772" transform="translate(10 6247.1) matrix(-.032405 0 0 -.036536 215.39 64.445)" sodipodi:arg2="1.3344848" sodipodi:arg1="1.0714496" inkscape:randomized="0.2" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.41" inkscape:flatsided="false" d="m-461.01 1115.3c-89.538 41.738 75.071 313.48-16.994 344.62-98.551 33.334-21.146-293.77-140.04-305.43-111.07-10.889-111.45 326.3-202.38 279.97-97.331-49.594 83.587-124.57-8.1317-203.06-85.682-73.323-217.39 121-280.89 31.032-67.975-96.308 330.65-149.53 269.94-249.98-56.718-93.843-231.23 102.18-214.25-10.462 18.177-120.58 209.33-120.37 257.35-210.48 44.861-84.179-352.93-87.957-262.91-151.1 96.361-67.587 261.55 92.715 343.88 25.883 76.915-62.433-65.717-224.3 28.274-248.05 100.61-25.415-3.6735 213.89 114.04 241.54 109.96 25.833 122.88-255.01 205.82-199.99 88.781 58.89-72.685 131.53 16.178 214.57 83.015 77.57 253.34-68.348 311.9 11.528 62.687 85.503-314.71 4.0496-297.71 106.42 15.877 95.633 215.94 192.39 225.53 293.11 10.262 107.82-238.61-200.83-268.63-95.332-28.048 98.552 356.81 219.96 305.42 308.31-55.017 94.569-290.54-227.77-386.39-183.1z"/>
<path id="shapes-f20-el.svgpath2855" sodipodi:type="star" sodipodi:sides="10" sodipodi:r1="2299.585" sodipodi:r2="4673.7515" transform="translate(10 6247.1) matrix(.0051313 .0088877 -.0088877 .0051313 121.96 127.94)" sodipodi:arg2="-0.12863391" sodipodi:arg1="-0.33254745" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.35" inkscape:flatsided="false" d="m1192.9-27.844c482.9 745.56 2477.9-79.186 2577.4 724.7 110.8 895.34-2260.4 135.2-2413.8 1083.5-137.7 851.6 2372.7 1191.9 1776.1 1742.2-664.3 612.9-1875.5-2082.8-2485.3-1340.6-547.56 666.4 1284.1 2154 488.7 2366.5-885.8 236.7-327.08-871.4-1212.1-704.9-794.67 149.6-1006 2531.5-1792.1 2199.1-875.51-370.23 215.82-2086.9-630.41-2610.7-759.83-470.37-646.4 1051.7-1051.4 224.45-451-921.26 1293.3-948.13 719.9-1705.4-514.84-679.99-2808.3 351.22-2892.3-503.15-93.511-951.51 2411.2 176.55 2464.2-721.76 47.573-806.61-2506.4-1245.3-1870.9-1908.7 707.73-738.9 1743.6 498.18 2577.5-27.557 748.71-472.06-1190-1457.1-315.06-1613.5 974.37-174.21 1798.9 855.02 2800.7 879.21 899.56 21.72-605.38-1743.7 274.02-1624.4 979.39 132.79-545.19 2655.8 315.59 2977.2 773 288.44 1450-1912.3 1912-1176.8 514.6 819.05-1780.6 910.33-1242.7 1740.7z"/>
<path id="shapes-f20-el.svgpath2856" sodipodi:type="star" sodipodi:sides="7" sodipodi:r1="1962.3131" sodipodi:r2="987.2879" transform="translate(10 6247.1) matrix(-.012191 0 0 -.0092086 34.486 55.794)" sodipodi:arg2="-1.0812633" sodipodi:arg1="-1.6417338" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.4" inkscape:flatsided="false" d="m-588.58-1237.5c467.43-23.4-60.18 1037 375.08 1257.3 378.77 191.67 563.66-436.84 875.13-141.08 357.97 339.87-464.71 212.17-396.03 674.57 59.77 402.38 1333 182.42 1226.9 572.11-122 447.9-1057.6 283-1244.2 717.5-162.35 378.11 678.15 506.94 313.48 713.63-419.07 237.52-421.33-855.01-908.3-886.58-423.76-27.47-847.11 1206.8-1171.1 947.7-372.38-297.79 553.11-986.91 143.95-1326.3-356.05-295.33-1063.4 758.95-1074.6 341.38-12.866-479.86 1041.5-607.49 1031.8-1137.5-8.4117-461.25-1145.3-356.26-833.04-656.03 358.81-344.49 684.57 339.49 1117.7 40.252 376.94-260.39 136.38-1096.5 543.13-1116.9z"/>
<path id="shapes-f20-el.svgpath2857" sodipodi:type="star" sodipodi:sides="7" sodipodi:r1="1395.4882" sodipodi:r2="866.36334" transform="translate(10 6247.1) matrix(-.0089874 0 0 -.0067885 23.879 128.72)" sodipodi:arg2="-1.0962105" sodipodi:arg1="-1.6706296" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.4" inkscape:flatsided="false" d="m-624.47-581.43c325.22 56.055 9.0386 753.22 309.98 918.23 234.37 128.49 581.31-539.04 760.22-379.94 229.74 204.3-465.84 517.23-317.07 802.08 115.86 221.83 895.34-44.69 853.46 194.02-53.76 306.54-699.31 70.34-850.97 383.64-118.1 244.04 261.11 693.64 5.9323 752.21-327.67 75.209-268.13-428.54-571.07-381.87-235.92 36.343-425.66 907.59-636.9 739.05-271.25-216.43 198.89-667.12-80.939-853.57-217.92-145.2-642.09-86.641-720.66-317.79-100.89-296.82 544.95-125.88 616.97-441.64 56.082-245.9-582.08-516.88-375.45-681.65 265.33-211.58 294.71 291.45 603.54 157.11 240.5-104.62 149.68-933.57 402.95-889.91z"/>
<path id="shapes-f20-el.svgpath2854" sodipodi:type="star" sodipodi:sides="7" sodipodi:r1="1251.4492" sodipodi:r2="717.9032" transform="translate(10 6247.1) matrix(.015753 0 0 .015753 262.21 110.75)" sodipodi:arg2="0.77790537" sodipodi:arg1="0.32910642" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.4" inkscape:flatsided="false" d="m586.43 1426.2c-43.927 278.16-473.02-298.77-642.89-85.873-169.86 212.9 30.811 778.27-228.27 900.37s-113.21-638.05-388.63-673.98-331.62 698.53-527.43 520.94c-195.81-177.58 331.94-497.35 148.78-716.25s-587.83 148.93-658.44-126.83c-70.61-275.77 281.46-364.74 412.29-596.46s-276.92-479-71.128-630.46c205.8-151.45 366.12 220.77 643.8 138.73s182.27-375.84 449.97-389.69c267.7-13.846-241.94 460.31 23.777 552.89 265.72 92.579 626.35-408.15 720.35-156.88 93.999 251.28-346.05 473.05-354.59 754.56-8.5444 281.51 516.35 230.77 472.42 508.93z"/>
<path id="shapes-f20-el.svgpath1295" sodipodi:type="star" d="m-243.69 1096.3c-31.669 187.63 292.03 205.47 168.19 354.49s-286.2-273.04-452.9-184.99c-166.7 88.051 66.848 485.71-113.84 439.58-180.69-46.129 150.23-338.83-32.762-413.88-183-75.051-457.32 259.79-578.77 103.81s444.89-179.21 432.07-357.15c-12.827-177.94-402.62-55.064-345.92-244.35 56.695-189.29 305.07-15.841 451.17-142.57 146.11-126.73-325.36-272.92-157.71-375.45 167.66-102.53 216.43 413.99 406.72 457.3s142.12-528.03 290.43-397.43c148.32 130.6-148.45 281.4-72.598 448.02 75.85 166.62 316.87-148.25 361.58 32.567 44.715 180.82-323.99 92.409-355.66 280.04z" sodipodi:r1="292.23001" inkscape:flatsided="false" transform="translate(10 6247.1) matrix(.015753 0 0 .015753 170.82 135.17)" sodipodi:arg2="0.77809157" sodipodi:arg1="0.32929262" inkscape:randomized="0.14" sodipodi:cy="945.83423" sodipodi:cx="-564.31024" xmlns:cc="http://creativecommons.org/ns#" inkscape:rounded="0.4" sodipodi:r2="717.9032" sodipodi:sides="7"/>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="6450.817205600003" x="10" font-family="sans-serif" fill="#000000">
<tspan y="6450.817205600003" x="10">Σπείρες</tspan>
</text>
<rect id="d0e743" display="none" height="1e3px" width="288" y="6456" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e743"/>
</flowRegion>
<flowDiv xml:space="preserve">Η σπείρα του Inkscape είναι ένα εύχρηστο σχήμα αν και δεν τόσο βυθισμένο όπως το αστέρι, είναι μερικές φορές πολύ χρήσιμο. Μια σπείρα, όπως ένα αστέρι, σχεδιάζεται από το κέντρο και κατά την σχεδίαση του και κατά την επεξεργασία του,</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6512.1)"/>
<rect id="d0e749" display="none" height="1e3px" width="258" y="6506.1" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e749"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Ctrl+σύρσιμο</flowSpan> για πρόσδεση γωνίας με αυξήσεις 15 μοιρών.</flowDiv>
</flowRoot>
<rect id="d0e755" display="none" height="1e3px" width="288" y="6524.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e755"/>
</flowRegion>
<flowDiv xml:space="preserve">Όταν σχεδιαστεί μια σπείρα έχει δύο λαβές στο εσωτερικό και το εξωτερικό του άκρο. Και οι δυο λαβές, όταν απλά συρθούν, τυλίξουν ή ξετυλίξουν τη σπείρα (δηλαδή το “συνεχίζουν”, αλλάζοντας τον αριθμό των στροφών). Άλλες συντομεύσεις:</flowDiv>
</flowRoot>
<rect id="d0e758" display="none" height="1e3px" width="288" y="6574.2" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e758"/>
</flowRegion>
<flowDiv xml:space="preserve">Εξωτερική λαβή:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6598.2)"/>
<rect id="d0e764" display="none" height="1e3px" width="258" y="6592.2" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e764"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+σύρσιμο</flowSpan> για κλιμάκωση/περιστροφή γύρω από το κέντρο (χωρίς τύλιγμα/ξετύλιγμα).</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6627.1)"/>
<rect id="d0e770" display="none" height="1e3px" width="258" y="6621.1" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e770"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> για κλείδωμα ακτίνας τυλίγοντας/ξετυλίγοντας.</flowDiv>
</flowRoot>
<rect id="d0e776" display="none" height="1e3px" width="288" y="6649.8" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e776"/>
</flowRegion>
<flowDiv xml:space="preserve">Εσωτερική λαβή:</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6673.8)"/>
<rect id="d0e782" display="none" height="1e3px" width="258" y="6667.8" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e782"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> κάθετα για σύγκλιση/απόκλιση.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6691.9)"/>
<rect id="d0e788" display="none" height="1e3px" width="258" y="6685.9" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e788"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Alt+κλικ</flowSpan> για επαναφορά απόκλισης.</flowDiv>
</flowRoot>
<circle cy="0" cx="0" r="2" transform="translate(15 6710)"/>
<rect id="d0e794" display="none" height="1e3px" width="258" y="6704" x="20"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e794"/>
</flowRegion>
<flowDiv xml:space="preserve"><flowSpan font-weight="bold">Shift+κλικ</flowSpan> για μετακίνηση της εσωτερικής λαβής στο κέντρο.</flowDiv>
</flowRoot>
<rect id="d0e800" display="none" height="1e3px" width="288" y="6732.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e800"/>
</flowRegion>
<flowDiv xml:space="preserve">Η <flowSpan font-style="italic">απόκλιση</flowSpan> μιας σπείρας είναι η μέτρηση της μη γραμμικότητας των στροφών της. Όταν είναι 1 η σπείρα είναι ομοιόμορφη, όταν είναι μικρότερη από 1 (<flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> προς τα πάνω) η σπείρα είναι πιο πυκνή στην περιφέρεια και όταν είναι μεγαλύτερη από 1 (<flowSpan font-weight="bold">Alt+σύρσιμο</flowSpan> προς τα κάτω), η σπείρα είναι πιο πυκνή προς το κέντρο:</flowDiv>
</flowRoot>
<text id="shapes-f21-el.svgtext2996" sodipodi:linespacing="120.00000%" transform="translate(10 6801.3)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="45.595207" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f21-el.svgtspan2985" y="-2.4563127" x="45.595207" sodipodi:role="line"/><tspan id="shapes-f21-el.svgtspan2987"/><tspan id="shapes-f21-el.svgtspan2989" y="3.9817331" x="45.595207" sodipodi:role="line">0,2</tspan></text>
<text id="shapes-f21-el.svgtext3053" sodipodi:linespacing="120.00000%" transform="translate(10 6801.3)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="105.28775" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f21-el.svgtspan2978" y="-2.4563127" x="105.28775" sodipodi:role="line"/><tspan id="shapes-f21-el.svgtspan2980"/><tspan id="shapes-f21-el.svgtspan2982" y="3.9817331" x="105.28775" sodipodi:role="line">0,5</tspan></text>
<text id="shapes-f21-el.svgtext2982" sodipodi:linespacing="120.00000%" transform="translate(10 6801.3)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="285.30881" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f21-el.svgtspan2971" y="-2.4563127" x="285.30881" sodipodi:role="line"/><tspan id="shapes-f21-el.svgtspan2973"/><tspan id="shapes-f21-el.svgtspan2975" y="3.9817331" x="285.30881" sodipodi:role="line">6</tspan></text>
<text id="shapes-f21-el.svgtext3039" sodipodi:linespacing="120.00000%" transform="translate(10 6801.3)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="227.84541" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f21-el.svgtspan2964" y="-2.4563127" x="227.84541" sodipodi:role="line"/><tspan id="shapes-f21-el.svgtspan2966"/><tspan id="shapes-f21-el.svgtspan2968" y="3.9817331" x="227.84541" sodipodi:role="line">2</tspan></text>
<text id="shapes-f21-el.svgtext2960" sodipodi:linespacing="120.00000%" transform="translate(10 6801.3)" xml:space="preserve" line-height="120.00000%" font-size="5.365" y="-2.4563127" x="167.37082" font-family="sans-serif" sodipodi:insensitive="true" fill="#000000"><tspan id="shapes-f21-el.svgtspan2956" y="-2.4563127" x="167.37082" sodipodi:role="line"/><tspan id="shapes-f21-el.svgtspan2958"/><tspan id="shapes-f21-el.svgtspan2960" y="3.9817331" x="167.37082" sodipodi:role="line">1</tspan></text>
<path id="shapes-f21-el.svgpath2948" sodipodi:argument="-36.758350" stroke="#000" stroke-width="1pt" fill="none" style="color:#000000" transform="translate(10 6801.3) matrix(-1 0 0 1 308.13 -6286.4)" sodipodi:t0="0.0000000" sodipodi:radius="28.251171" sodipodi:expansion="1.0000000" sodipodi:revolution="6.0000000" sodipodi:type="spiral" d="m138.39 6322.5c0.42 0.6-0.57 0.8-0.95 0.7-1.05-0.4-1-1.8-0.44-2.6 1.01-1.4 3.06-1.3 4.24-0.2 1.74 1.6 1.49 4.3-0.08 5.9-2.09 2.1-5.56 1.7-7.53-0.3-2.47-2.7-1.99-6.9 0.6-9.2 3.14-2.9 8.09-2.3 10.82 0.8 3.21 3.7 2.51 9.4-1.11 12.5-4.19 3.6-10.62 2.8-14.11-1.4-3.97-4.7-3.03-11.9 1.62-15.7 5.23-4.4 13.15-3.3 17.4 1.9 4.72 5.7 3.55 14.4-2.14 19-6.26 5.1-15.68 3.8-20.69-2.4-5.47-6.8-4.06-16.9 2.66-22.3 7.3-5.9 18.21-4.4 23.98 2.9 6.22 7.8 4.59 19.5-3.17 25.6-8.34 6.6-20.75 4.9-27.27-3.4-6.98-8.9-5.11-22 3.69-28.9 9.37-7.4 23.27-5.4 30.55 3.9 7.74 9.9 5.63 24.6-4.2 32.2-10.41 8.1-25.81 5.9-33.84-4.4-8.49-11-6.15-27.1 4.71-35.5 11.45-8.9 28.34-6.4 37.14 4.9 9.24 12 6.67 29.6-5.24 38.8" sodipodi:cy="6322.4868" sodipodi:cx="138.38965"/>
<path id="shapes-f21-el.svgpath2949" sodipodi:argument="-36.758350" stroke="#000" stroke-width="1pt" fill="none" style="color:#000000" transform="translate(10 6801.3) matrix(-1 0 0 1 368.36 -6287.8)" sodipodi:t0="0.0000000" sodipodi:radius="28.251171" sodipodi:expansion="2.0000000" sodipodi:revolution="6.0000000" sodipodi:type="spiral" d="m138.39 6322.5h-0.04c-0.09 0-0.1-0.1-0.08-0.2 0.08-0.2 0.33-0.2 0.48-0.1 0.31 0.2 0.3 0.7 0.1 0.9-0.34 0.5-1.03 0.5-1.45 0.1-0.66-0.5-0.59-1.5-0.05-2.1 0.79-0.9 2.17-0.8 2.98 0 1.13 1 0.96 2.9-0.09 3.9-1.4 1.4-3.73 1.2-5.06-0.2-1.72-1.7-1.42-4.6 0.32-6.3 2.19-2 5.7-1.7 7.68 0.5 2.45 2.6 1.97 6.8-0.63 9.2-3.15 2.8-8.1 2.3-10.86-0.8-3.29-3.7-2.6-9.5 1.04-12.7 4.28-3.7 10.92-2.9 14.58 1.3 4.26 4.9 3.32 12.5-1.52 16.6-5.59 4.8-14.17 3.7-18.85-1.8-5.36-6.3-4.13-15.9 2.09-21.2 7.06-5.9 17.83-4.5 23.67 2.5 6.58 7.8 5.02 19.8-2.75 26.2-8.72 7.3-21.92 5.5-29.04-3.1-7.93-9.6-6-24.1 3.49-31.9 10.54-8.7 26.44-6.5 34.95 3.9 9.42 11.5 7.07 28.8-4.32 38.1" sodipodi:cy="6322.4868" sodipodi:cx="138.38965"/>
<path id="shapes-f21-el.svgpath2950" sodipodi:argument="-36.758350" stroke="#000" stroke-width="1pt" fill="none" style="color:#000000" transform="translate(10 6801.3) matrix(-1 0 0 1 428.6 -6293)" sodipodi:t0="0.0000000" sodipodi:radius="28.251171" sodipodi:expansion="6.0000000" sodipodi:revolution="6.0000000" sodipodi:type="spiral" d="m138.39 6322.5c-0.01 0-0.01 0 0 0h0.01 0.01-0.08c-0.06 0-0.06-0.1-0.03-0.1 0.07-0.1 0.21-0.1 0.3-0.1 0.17 0.1 0.16 0.4 0.05 0.5-0.2 0.3-0.59 0.3-0.84 0.1-0.41-0.3-0.38-0.9-0.08-1.3 0.5-0.6 1.44-0.6 2.02-0.1 0.91 0.8 0.83 2.1 0.1 3-1.11 1.3-3.12 1.2-4.34 0.1-1.83-1.6-1.62-4.5-0.08-6.2 2.25-2.5 6.21-2.2 8.58 0 3.4 3.1 2.96 8.5-0.05 11.7-4.24 4.6-11.51 4-15.82-0.1-5.97-5.7-5.13-15.4 0.37-21.1 7.52-7.7 20.15-6.6 27.56 0.7 10 9.8 8.47 26.2-1.04 35.7" sodipodi:cy="6322.4868" sodipodi:cx="138.38965"/>
<path id="shapes-f21-el.svgpath2952" sodipodi:argument="-36.758350" stroke="#000" stroke-width="1pt" fill="none" style="color:#000000" transform="translate(10 6801.3) matrix(-1 0 0 1 247.89 -6285.4)" sodipodi:t0="0.0000000" sodipodi:radius="28.251171" sodipodi:expansion="0.50000000" sodipodi:revolution="6.0000000" sodipodi:type="spiral" d="m138.39 6322.5c2.66 3.6-2.06 5.3-4.66 3.4-3.29-2.4-2.8-7.3-0.15-10 3.6-3.6 9.58-2.9 12.88 0.7 4.01 4.4 3.15 11.4-1.28 15.2-5.11 4.4-12.98 3.4-17.21-1.7-4.75-5.7-3.58-14.4 2.1-19 6.25-5.1 15.66-3.8 20.65 2.4 5.41 6.8 3.99 16.8-2.72 22.2-7.22 5.7-17.96 4.2-23.59-3-6-7.7-4.38-19 3.24-24.9 8.06-6.3 19.98-4.6 26.19 3.4 6.55 8.5 4.73 20.9-3.68 27.4-8.83 6.8-21.83 4.9-28.57-3.9-7.05-9.1-5.06-22.7 4.09-29.6 9.53-7.3 23.52-5.3 30.76 4.2 7.51 9.9 5.36 24.4-4.46 31.8-10.18 7.8-25.11 5.5-32.8-4.6-7.96-10.5-5.66-25.9 4.79-33.8 10.8-8.2 26.6-5.8 34.73 5 8.38 11.1 5.94 27.3-5.12 35.6-11.38 8.6-28 6.1-36.54-5.2-8.78-11.7-6.21-28.7 5.41-37.5 11.94-8.9 29.36-6.3 38.29 5.6 9.15 12.2 6.46 30-5.71 39.1" sodipodi:cy="6322.4868" sodipodi:cx="138.38965"/>
<path id="shapes-f21-el.svgpath2953" sodipodi:argument="-36.758350" stroke="#000" stroke-width="1pt" fill="none" style="color:#000000" transform="translate(10 6801.3) matrix(-1 0 0 1 187.66 -6285.4)" sodipodi:t0="0.0000000" sodipodi:radius="28.251171" sodipodi:expansion="0.20000000" sodipodi:revolution="6.0000000" sodipodi:type="spiral" d="m138.39 6322.5c9.96 13.6-4.98 16.3-12.09 8.8-6.17-6.5-4.74-17.1 1.96-22.7 7.59-6.3 19.13-4.7 25.19 2.9 6.56 8.2 4.8 20.5-3.43 26.9-8.72 6.8-21.62 4.9-28.31-3.8-7.01-9.1-5.03-22.5 4.07-29.4 9.44-7.2 23.31-5.1 30.45 4.3 7.38 9.7 5.24 24-4.48 31.3-10 7.6-24.62 5.3-32.12-4.6-7.69-10.3-5.43-25.2 4.79-32.9 10.45-7.8 25.7-5.5 33.5 4.9 7.96 10.7 5.6 26.2-5.04 34.2-10.84 8-26.63 5.6-34.68-5.2-8.2-11-5.75-27 5.25-35.2 11.18-8.3 27.43-5.8 35.72 5.3 8.41 11.4 5.88 27.8-5.43 36.2-11.48 8.5-28.17 6-36.66-5.5-8.6-11.6-6.01-28.5 5.6-37.1 11.75-8.7 28.82-6 37.49 5.7 8.79 11.9 6.13 29.1-5.73 37.9-12 8.9-29.42 6.2-38.28-5.8-8.95-12.1-6.23-29.7 5.87-38.6 12.23-9.1 29.98-6.3 38.99 5.9 9.11 12.3 6.34 30.2-5.99 39.3" sodipodi:cy="6322.4868" sodipodi:cx="138.38965"/>
<rect id="d0e822" display="none" height="1e3px" width="288" y="6873.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e822"/>
</flowRegion>
<flowDiv xml:space="preserve">Ο μέγιστος αριθμός σπειροειδών στροφών είναι 1024.</flowDiv>
</flowRoot>
<rect id="d0e825" display="none" height="1e3px" width="288" y="6891.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e825"/>
</flowRegion>
<flowDiv xml:space="preserve">Όπως το εργαλείο της έλλειψης είναι καλό όχι μόνο για ελλείψεις αλλά επίσης για τόξα (γραμμές σταθερής καμπυλότητας), το εργαλείο σπείρας είναι χρήσιμο για δημιουργία καμπυλών <flowSpan font-style="italic">ομαλά μεταβαλλόμενης</flowSpan> καμπυλότητας. Συγκρινόμενη με μια επίπεδη καμπύλη Bezier, ένα τόξο ή μια σπείρα είναι συχνά πιο βολικό επειδή μπορείτε να το κάνετε κοντύτερο ή μακρύτερο σύροντας μια λαβή κατά μήκος της καμπύλης χωρίς επηρεασμό του σχήματος του. Επίσης, ενώ μια σπείρα σχεδιάζεται κανονικά χωρίς γέμισμα, μπορείτε να προσθέσετε γέμισμα και να αφαιρέσετε πινελιά για ενδιαφέροντα εφέ.</flowDiv>
</flowRoot>
<path id="shapes-f22-el.svgpath3031" style="color:#000000" sodipodi:revolution="3.3807619" sodipodi:radius="40.249962" d="m84.272 6515.5c-0.242-12 11.069-20.8 22.538-20.1 13.64 0.9 23.48 13.7 22.21 27.1-1.42 14.9-15.51 25.6-30.22 24-15.983-1.8-27.382-17-25.491-32.8 2.021-16.9 18.085-28.9 34.831-26.8 17.69 2.3 30.27 19.1 27.98 36.7-2.4 18.4-19.98 31.5-38.288 29-19.079-2.5-32.606-20.8-30.025-39.7 2.679-19.7 21.521-33.7 41.113-31 20.25 2.8 34.59 22.2 31.77 42.4-2.9 20.8-22.82 35.5-43.522 32.6-21.279-3-36.334-23.5-33.315-44.7 1.448-10.1 6.893-19.5 14.978-25.8" fill-rule="evenodd" transform="translate(10 7013.6) matrix(-.12864 .67933 -.67933 -.12864 4573.6 795.76)" sodipodi:argument="-17.179831" sodipodi:cy="6518.4199" sodipodi:cx="103.19778" sodipodi:expansion="0.28900903" sodipodi:type="spiral" fill="#ff6c2e" sodipodi:t0="0.076614626"/>
<path id="shapes-f22-el.svgpath2997" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 18.847 -4437)" sodipodi:t0="0.77700925" sodipodi:radius="36.507183" sodipodi:expansion="13.200652" sodipodi:revolution="2.8106463" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 8.24-0.8 12.7 9.2 13.01 15.9 0.43 9.3-4.18 18.1-10.49 24.6" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath2998" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 10.646 -4436.6)" sodipodi:t0="0.76208192" sodipodi:radius="47.161507" sodipodi:expansion="13.200652" sodipodi:revolution="2.8656998" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 8.24-0.8 12.7 9.2 13.01 15.9 0.72 15.6-11.89 28.6-25.07 34.8" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath2999" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 27.465 -4437)" sodipodi:t0="0.79235041" sodipodi:radius="28.202633" sodipodi:expansion="13.200652" sodipodi:revolution="2.7562277" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 8.24-0.8 12.7 9.2 13.01 15.9 0.21 4.6-0.84 9.1-2.7 13.3" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3000" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 36.191 -4437)" sodipodi:t0="0.81291085" sodipodi:radius="20.110537" sodipodi:expansion="13.200652" sodipodi:revolution="2.6865160" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 8.24-0.8 12.7 9.2 13.01 15.9 0.01 0.2 0.01 0.3 0.02 0.4" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3001" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 45.024 -4437)" sodipodi:t0="0.85272610" sodipodi:radius="10.697699" sodipodi:expansion="13.200652" sodipodi:revolution="2.5610781" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 2.73-0.3 5.41 1 7.4 2.8" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3002" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69092 .025772 -.025772 .69092 168.83 -4440)" sodipodi:t0="0.74191737" sodipodi:radius="67.193001" sodipodi:expansion="13.200652" sodipodi:revolution="2.9435861" sodipodi:type="spiral" d="m241.28 6460.6c-0.33-2.3 2.45-3.6 4.23-3.7 8.24-0.8 12.7 9.2 13.01 15.9 1.25 27.1-31.04 40.9-53.46 40.9-1.64 0-3.28 0-4.91-0.1" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3003" sodipodi:argument="-17.513800" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 -6.2038 -4382.3)" sodipodi:t0="0.64947820" sodipodi:radius="32.027428" sodipodi:expansion="1.0000000" sodipodi:revolution="2.8106463" sodipodi:type="spiral" d="m171.5 6461.9c-1.86 12.1-13.94 20-25.81 18-13.63-2.2-22.45-15.8-20.15-29.2 2.61-15.2 17.81-24.9 32.7-22.3 15.51 2.8 26.13 17.7 24.73 33.2" sodipodi:cy="6456.9546" sodipodi:cx="151.28812"/>
<path id="shapes-f22-el.svgpath3004" sodipodi:argument="-17.513800" stroke="#000" stroke-linecap="round" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(-.69140 0 0 .69140 220.31 -4382.5)" sodipodi:t0="0.64947820" sodipodi:radius="32.027428" sodipodi:expansion="1.0000000" sodipodi:revolution="2.8106463" sodipodi:type="spiral" d="m171.5 6461.9c-1.86 12.1-13.94 20-25.81 18-13.63-2.2-22.45-15.8-20.15-29.2 2.61-15.2 17.81-24.9 32.7-22.3 15.51 2.8 26.13 17.7 24.73 33.2" sodipodi:cy="6456.9546" sodipodi:cx="151.28812"/>
<path id="shapes-f22-el.svgpath3626" style="color:#000000" sodipodi:revolution="3.7046297" sodipodi:radius="44.105801" d="m103.2 6518.4c-0.01 0 0 0 0 0h0.09c0.06 0.1-0.03 0.2-0.12 0.3-0.25 0.1-0.52-0.1-0.61-0.3-0.21-0.6 0.26-1.1 0.77-1.3 1.04-0.3 2 0.6 2.24 1.6 0.44 1.8-1.09 3.4-2.77 3.7-2.917 0.6-5.435-1.9-5.903-4.6-0.767-4.5 3.027-8.3 7.243-8.9 6.58-0.9 12.05 4.7 12.82 10.9 1.15 9.3-6.8 17-15.68 17.9-12.862 1.4-23.347-9.6-24.448-21.9-1.551-17.3 13.282-31.3 29.858-32.6 17.76-1.3 33.85 10.7 39.85 27.1" fill-rule="evenodd" transform="translate(10 7013.6) matrix(.67933 -.12864 -.12864 -.67933 981.5 4517.8)" sodipodi:argument="-17.179831" sodipodi:cy="6518.4199" sodipodi:cx="103.19778" sodipodi:expansion="3.8924387" sodipodi:type="spiral" fill="#ff6c2e" sodipodi:t0="0.0000000"/>
<path id="shapes-f22-el.svgpath3627" sodipodi:argument="-21.729349" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.17895 -.66784 .66784 .17895 -4374.6 -1086.5)" sodipodi:t0="0.53471386" sodipodi:radius="30.881491" sodipodi:expansion="3.8924387" sodipodi:revolution="3.7046297" sodipodi:type="spiral" d="m36.158 6582.7c-0.323-2 1.42-3.6 3.28-3.9 3.058-0.4 5.517 2.3 5.813 5.2 0.465 4.5-3.495 8.1-7.752 8.4-6.396 0.5-11.402-5.1-11.786-11.2-0.557-8.8 7.261-15.7 15.683-16.1 11.888-0.5 21.035 10 21.425 21.4 0.466 13.6-10.269 25-23.271 27.5" sodipodi:cy="6583.0801" sodipodi:cx="38.831650"/>
<path id="shapes-f22-el.svgpath3628" sodipodi:argument="-21.729349" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(-.17895 -.66784 -.66784 .17895 4473 -1093.8)" sodipodi:t0="0.53471386" sodipodi:radius="30.881491" sodipodi:expansion="3.8924387" sodipodi:revolution="3.7046297" sodipodi:type="spiral" d="m36.158 6582.7c-0.323-2 1.42-3.6 3.28-3.9 3.058-0.4 5.517 2.3 5.813 5.2 0.465 4.5-3.495 8.1-7.752 8.4-6.396 0.5-11.402-5.1-11.786-11.2-0.557-8.8 7.261-15.7 15.683-16.1 11.888-0.5 21.035 10 21.425 21.4 0.466 13.6-10.269 25-23.271 27.5" sodipodi:cy="6583.0801" sodipodi:cx="38.831650"/>
<path id="shapes-f22-el.svgpath3629" sodipodi:argument="-21.729349" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.48890 -.48890 .48890 .48890 -3201.2 -3162.8)" sodipodi:t0="0.53471386" sodipodi:radius="30.881491" sodipodi:expansion="3.8924387" sodipodi:revolution="3.7046297" sodipodi:type="spiral" d="m36.158 6582.7c-0.323-2 1.42-3.6 3.28-3.9 3.058-0.4 5.517 2.3 5.813 5.2 0.465 4.5-3.495 8.1-7.752 8.4-6.396 0.5-11.402-5.1-11.786-11.2-0.557-8.8 7.261-15.7 15.683-16.1 11.888-0.5 21.035 10 21.425 21.4 0.466 13.6-10.269 25-23.271 27.5" sodipodi:cy="6583.0801" sodipodi:cx="38.831650"/>
<path id="shapes-f22-el.svgpath3630" sodipodi:argument="-21.729349" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 35.652 -4530.1)" sodipodi:t0="0.53471386" sodipodi:radius="30.881491" sodipodi:expansion="3.8924387" sodipodi:revolution="3.7046297" sodipodi:type="spiral" d="m36.158 6582.7c-0.323-2 1.42-3.6 3.28-3.9 3.058-0.4 5.517 2.3 5.813 5.2 0.465 4.5-3.495 8.1-7.752 8.4-6.396 0.5-11.402-5.1-11.786-11.2-0.557-8.8 7.261-15.7 15.683-16.1 11.888-0.5 21.035 10 21.425 21.4 0.466 13.6-10.269 25-23.271 27.5" sodipodi:cy="6583.0801" sodipodi:cx="38.831650"/>
<path id="shapes-f22-el.svgpath3632" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 104.68 -4434)" sodipodi:t0="0.93520707" sodipodi:radius="28.202633" sodipodi:expansion="13.200652" sodipodi:revolution="2.7562277" sodipodi:type="spiral" d="m253.98 6460.7c6.16 6.9 5.36 17.5 1.84 25.4" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3633" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.69140 0 0 .69140 104.9 -4448.9)" sodipodi:t0="0.81344151" sodipodi:radius="28.202633" sodipodi:expansion="13.200652" sodipodi:revolution="2.7562277" sodipodi:type="spiral" d="m241.32 6459.8c0.7-3 4.87-3.3 7.23-2.6 10.57 3 11.3 17.5 8.39 26-0.33 1-0.7 1.9-1.12 2.9" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3634" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(.34570 -.59877 .59877 .34570 -3695.3 -2066.5)" sodipodi:t0="0.81344151" sodipodi:radius="28.202633" sodipodi:expansion="13.200652" sodipodi:revolution="2.7562277" sodipodi:type="spiral" d="m241.32 6459.8c0.7-3 4.87-3.3 7.23-2.6 10.57 3 11.3 17.5 8.39 26-0.33 1-0.7 1.9-1.12 2.9" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3635" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(-.48890 -.48890 .48890 -.48890 -2792.1 3319.2)" sodipodi:t0="0.79694211" sodipodi:radius="36.963310" sodipodi:expansion="13.200652" sodipodi:revolution="2.8132913" sodipodi:type="spiral" d="m241.32 6459.8c0.7-3 4.87-3.3 7.23-2.6 10.57 3 11.3 17.5 8.39 26-1.9 5.6-5.29 10.6-9.45 14.7" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3636" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(-.69140 6.1207e-8 -6.1207e-8 -.69140 425.78 4523.9)" sodipodi:t0="0.79712820" sodipodi:radius="36.849499" sodipodi:expansion="13.200652" sodipodi:revolution="2.8126345" sodipodi:type="spiral" d="m241.32 6459.8c0.7-3 4.87-3.3 7.23-2.6 10.57 3 11.3 17.5 8.39 26-1.88 5.5-5.22 10.5-9.32 14.6" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<path id="shapes-f22-el.svgpath3089" sodipodi:argument="-16.245340" stroke="#000" stroke-width="1.4463pt" fill="none" style="color:#000000" transform="translate(10 7013.6) matrix(-.34570 .59877 -.59877 -.34570 4235.7 2172)" sodipodi:t0="0.77057040" sodipodi:radius="57.635422" sodipodi:expansion="13.200652" sodipodi:revolution="2.9095716" sodipodi:type="spiral" d="m241.32 6459.8c0.7-3 4.87-3.3 7.23-2.6 10.57 3 11.3 17.5 8.39 26-5.81 17-23.61 26.9-40.46 29.6" sodipodi:cy="6461.3071" sodipodi:cx="242.34204"/>
<rect id="d0e841" display="none" height="1e3px" width="288" y="7125.5" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e841"/>
</flowRegion>
<flowDiv xml:space="preserve">Ειδικά ενδιαφέρουσες είναι σπείρες με διάστικτες πινελιές — συνδυάζουν την ομαλή συγκέντρωση του σχήματος με κανονικά ισόχωρα σημάδια (κουκκίδες ή παύλες) για όμορφα εφέ μικροκυματισμών:</flowDiv>
</flowRoot>
<path id="shapes-f23-el.svgpath3032" sodipodi:argument="-36.806286" stroke="#000" stroke-width="3.75" fill="none" style="color:#000000" transform="translate(10 7183.5) matrix(-.17215 .64245 -.64245 -.17215 4263.8 1103.8)" sodipodi:t0="0.0000000" sodipodi:radius="68.998032" sodipodi:expansion="0.98582262" sodipodi:revolution="18.821123" sodipodi:type="spiral" d="m103.2 6518.4c0.37 0.5-0.43 0.7-0.76 0.6-0.87-0.3-0.89-1.4-0.45-2.1 0.77-1.1 2.44-1.1 3.45-0.3 1.47 1.2 1.37 3.5 0.15 4.8-1.61 1.8-4.43 1.6-6.101 0-2.092-2-1.871-5.4 0.134-7.4 2.417-2.4 6.427-2.1 8.747 0.3 2.72 2.8 2.37 7.4-0.43 10-3.22 3.1-8.406 2.6-11.363-0.5-3.354-3.7-2.878-9.4 0.705-12.7 4.018-3.7 10.388-3.2 13.988 0.8 3.98 4.4 3.38 11.4-0.99 15.3-4.81 4.3-12.365 3.6-16.596-1.1-4.616-5.2-3.884-13.4 1.272-17.9 5.594-4.9 14.334-4.2 19.194 1.4 5.25 6 4.39 15.3-1.55 20.5-6.38 5.6-16.299 4.6-21.796-1.7-5.875-6.8-4.889-17.3 1.835-23.1 7.16-6.2 18.261-5.1 24.391 2 6.5 7.5 5.39 19.2-2.12 25.7-7.94 6.8-20.219 5.6-26.976-2.3-7.132-8.3-5.891-21.2 2.395-28.3 8.724-7.4 22.181-6.1 29.561 2.6 7.76 9.1 6.39 23.1-2.67 30.8-9.5 8.1-24.135 6.7-32.149-2.8-8.385-9.9-6.89-25.1 2.954-33.4 10.283-8.7 26.085-7.2 34.725 3.1 9.01 10.6 7.39 27-3.23 36-11.06 9.3-28.038 7.6-37.305-3.4-9.636-11.4-7.888-29 3.511-38.6 11.839-9.9 29.984-8.1 39.884 3.7 10.26 12.2 8.38 30.9-3.79 41.1-12.62 10.6-31.937 8.7-42.455-3.9-10.886-13-8.885-32.9 4.067-43.7 13.391-11.2 33.878-9.2 45.018 4.2 11.51 13.8 9.39 34.8-4.34 46.3-14.17 11.8-35.824 9.6-47.591-4.5-12.132-14.5-9.879-36.8 4.622-48.9 14.941-12.4 37.769-10.1 50.159 4.8 12.75 15.3 10.37 38.7-4.9 51.4-15.72 13.1-39.709 10.7-52.722-5-13.378-16.1-10.873-40.7 5.176-54 16.488-13.7 41.646-11.1 55.286 5.3 14 16.9 11.37 42.6-5.46 56.6-17.26 14.3-43.581 11.6-57.839-5.6-14.622-17.7-11.865-44.6 5.729-59.1 18.033-15 45.52-12.2 60.4 5.8 15.24 18.4 12.36 46.5-6 61.7-18.81 15.6-47.461 12.6-62.963-6.1-15.864-19.2-12.856-48.5 6.282-64.3 19.576-16.2 49.391-13.1 65.511 6.4 16.49 20 13.36 50.4-6.55 66.8-20.35 16.8-51.33 13.6-68.073-6.7-17.105-20.7-13.847-52.3 6.833-69.3 21.118-17.4 53.26-14.1 70.62 7 17.73 21.5 14.34 54.2-7.11 71.9-21.88 18-55.187 14.5-73.17-7.3-18.345-22.3-14.836-56.1 7.384-74.4 22.658-18.7 57.126-15.1 75.726 7.5 18.96 23 15.33 58.1-7.66 77-23.43 19.3-59.052 15.6-78.275-7.8-19.583-23.8-15.823-60 7.934-79.6 24.197-19.9 60.981-16 80.821 8.1 20.2 24.6 16.32 62-8.21 82.1-24.96 20.5-62.906 16.6-83.367-8.3-20.82-25.4-16.811-63.9 8.485-84.7 25.733-21.1 64.832-17 85.912 8.6 21.44 26.2 17.31 65.8-8.76 87.2-26.5 21.8-66.759 17.6-88.456-8.9-22.057-26.9-17.797-67.7 9.033-89.7 27.269-22.4 68.683-18 91.003 9.2 22.68 27.6 18.29 69.6-9.31 92.2-28.03 23-70.61 18.6-93.543-9.4-23.293-28.4-18.783-71.6 9.582-94.8 28.804-23.6 72.541-19 96.091 9.7 6.5 7.9 11.19 17.3 13.62 27.3" sodipodi:cy="6518.4199" sodipodi:cx="103.19778" stroke-dasharray="1.8749997 1.8749997"/>
<path id="shapes-f23-el.svgpath3088" sodipodi:argument="-36.806286" stroke="#000" stroke-width="7.5" fill="none" style="color:#000000" transform="translate(10 7183.5) matrix(-.17929 .65451 -.66912 -.17538 4637.7 1123.6)" sodipodi:t0="0.0000000" sodipodi:radius="68.998032" sodipodi:expansion="0.98582262" sodipodi:revolution="18.821123" sodipodi:type="spiral" d="m103.2 6518.4c0.37 0.5-0.43 0.7-0.76 0.6-0.87-0.3-0.89-1.4-0.45-2.1 0.77-1.1 2.44-1.1 3.45-0.3 1.47 1.2 1.37 3.5 0.15 4.8-1.61 1.8-4.43 1.6-6.101 0-2.092-2-1.871-5.4 0.134-7.4 2.417-2.4 6.427-2.1 8.747 0.3 2.72 2.8 2.37 7.4-0.43 10-3.22 3.1-8.406 2.6-11.363-0.5-3.354-3.7-2.878-9.4 0.705-12.7 4.018-3.7 10.388-3.2 13.988 0.8 3.98 4.4 3.38 11.4-0.99 15.3-4.81 4.3-12.365 3.6-16.596-1.1-4.616-5.2-3.884-13.4 1.272-17.9 5.594-4.9 14.334-4.2 19.194 1.4 5.25 6 4.39 15.3-1.55 20.5-6.38 5.6-16.299 4.6-21.796-1.7-5.875-6.8-4.889-17.3 1.835-23.1 7.16-6.2 18.261-5.1 24.391 2 6.5 7.5 5.39 19.2-2.12 25.7-7.94 6.8-20.219 5.6-26.976-2.3-7.132-8.3-5.891-21.2 2.395-28.3 8.724-7.4 22.181-6.1 29.561 2.6 7.76 9.1 6.39 23.1-2.67 30.8-9.5 8.1-24.135 6.7-32.149-2.8-8.385-9.9-6.89-25.1 2.954-33.4 10.283-8.7 26.085-7.2 34.725 3.1 9.01 10.6 7.39 27-3.23 36-11.06 9.3-28.038 7.6-37.305-3.4-9.636-11.4-7.888-29 3.511-38.6 11.839-9.9 29.984-8.1 39.884 3.7 10.26 12.2 8.38 30.9-3.79 41.1-12.62 10.6-31.937 8.7-42.455-3.9-10.886-13-8.885-32.9 4.067-43.7 13.391-11.2 33.878-9.2 45.018 4.2 11.51 13.8 9.39 34.8-4.34 46.3-14.17 11.8-35.824 9.6-47.591-4.5-12.132-14.5-9.879-36.8 4.622-48.9 14.941-12.4 37.769-10.1 50.159 4.8 12.75 15.3 10.37 38.7-4.9 51.4-15.72 13.1-39.709 10.7-52.722-5-13.378-16.1-10.873-40.7 5.176-54 16.488-13.7 41.646-11.1 55.286 5.3 14 16.9 11.37 42.6-5.46 56.6-17.26 14.3-43.581 11.6-57.839-5.6-14.622-17.7-11.865-44.6 5.729-59.1 18.033-15 45.52-12.2 60.4 5.8 15.24 18.4 12.36 46.5-6 61.7-18.81 15.6-47.461 12.6-62.963-6.1-15.864-19.2-12.856-48.5 6.282-64.3 19.576-16.2 49.391-13.1 65.511 6.4 16.49 20 13.36 50.4-6.55 66.8-20.35 16.8-51.33 13.6-68.073-6.7-17.105-20.7-13.847-52.3 6.833-69.3 21.118-17.4 53.26-14.1 70.62 7 17.73 21.5 14.34 54.2-7.11 71.9-21.88 18-55.187 14.5-73.17-7.3-18.345-22.3-14.836-56.1 7.384-74.4 22.658-18.7 57.126-15.1 75.726 7.5 18.96 23 15.33 58.1-7.66 77-23.43 19.3-59.052 15.6-78.275-7.8-19.583-23.8-15.823-60 7.934-79.6 24.197-19.9 60.981-16 80.821 8.1 20.2 24.6 16.32 62-8.21 82.1-24.96 20.5-62.906 16.6-83.367-8.3-20.82-25.4-16.811-63.9 8.485-84.7 25.733-21.1 64.832-17 85.912 8.6 21.44 26.2 17.31 65.8-8.76 87.2-26.5 21.8-66.759 17.6-88.456-8.9-22.057-26.9-17.797-67.7 9.033-89.7 27.269-22.4 68.683-18 91.003 9.2 22.68 27.6 18.29 69.6-9.31 92.2-28.03 23-70.61 18.6-93.543-9.4-23.293-28.4-18.783-71.6 9.582-94.8 28.804-23.6 72.541-19 96.091 9.7 6.5 7.9 11.19 17.3 13.62 27.3" sodipodi:cy="6518.4199" sodipodi:cx="103.19778" stroke-dasharray="3.7499994 3.7499994"/>
<path id="shapes-f23-el.svgpath3090" sodipodi:argument="-36.806286" stroke="#000" stroke-width=".60429" fill="none" style="color:#000000" transform="translate(10 7183.5) matrix(-.17929 .65451 -.66912 -.17538 4536.4 1123.2)" sodipodi:t0="0.0000000" sodipodi:radius="68.998032" sodipodi:expansion="0.98582262" sodipodi:revolution="18.821123" sodipodi:type="spiral" d="m103.2 6518.4c0.37 0.5-0.43 0.7-0.76 0.6-0.87-0.3-0.89-1.4-0.45-2.1 0.77-1.1 2.44-1.1 3.45-0.3 1.47 1.2 1.37 3.5 0.15 4.8-1.61 1.8-4.43 1.6-6.101 0-2.092-2-1.871-5.4 0.134-7.4 2.417-2.4 6.427-2.1 8.747 0.3 2.72 2.8 2.37 7.4-0.43 10-3.22 3.1-8.406 2.6-11.363-0.5-3.354-3.7-2.878-9.4 0.705-12.7 4.018-3.7 10.388-3.2 13.988 0.8 3.98 4.4 3.38 11.4-0.99 15.3-4.81 4.3-12.365 3.6-16.596-1.1-4.616-5.2-3.884-13.4 1.272-17.9 5.594-4.9 14.334-4.2 19.194 1.4 5.25 6 4.39 15.3-1.55 20.5-6.38 5.6-16.299 4.6-21.796-1.7-5.875-6.8-4.889-17.3 1.835-23.1 7.16-6.2 18.261-5.1 24.391 2 6.5 7.5 5.39 19.2-2.12 25.7-7.94 6.8-20.219 5.6-26.976-2.3-7.132-8.3-5.891-21.2 2.395-28.3 8.724-7.4 22.181-6.1 29.561 2.6 7.76 9.1 6.39 23.1-2.67 30.8-9.5 8.1-24.135 6.7-32.149-2.8-8.385-9.9-6.89-25.1 2.954-33.4 10.283-8.7 26.085-7.2 34.725 3.1 9.01 10.6 7.39 27-3.23 36-11.06 9.3-28.038 7.6-37.305-3.4-9.636-11.4-7.888-29 3.511-38.6 11.839-9.9 29.984-8.1 39.884 3.7 10.26 12.2 8.38 30.9-3.79 41.1-12.62 10.6-31.937 8.7-42.455-3.9-10.886-13-8.885-32.9 4.067-43.7 13.391-11.2 33.878-9.2 45.018 4.2 11.51 13.8 9.39 34.8-4.34 46.3-14.17 11.8-35.824 9.6-47.591-4.5-12.132-14.5-9.879-36.8 4.622-48.9 14.941-12.4 37.769-10.1 50.159 4.8 12.75 15.3 10.37 38.7-4.9 51.4-15.72 13.1-39.709 10.7-52.722-5-13.378-16.1-10.873-40.7 5.176-54 16.488-13.7 41.646-11.1 55.286 5.3 14 16.9 11.37 42.6-5.46 56.6-17.26 14.3-43.581 11.6-57.839-5.6-14.622-17.7-11.865-44.6 5.729-59.1 18.033-15 45.52-12.2 60.4 5.8 15.24 18.4 12.36 46.5-6 61.7-18.81 15.6-47.461 12.6-62.963-6.1-15.864-19.2-12.856-48.5 6.282-64.3 19.576-16.2 49.391-13.1 65.511 6.4 16.49 20 13.36 50.4-6.55 66.8-20.35 16.8-51.33 13.6-68.073-6.7-17.105-20.7-13.847-52.3 6.833-69.3 21.118-17.4 53.26-14.1 70.62 7 17.73 21.5 14.34 54.2-7.11 71.9-21.88 18-55.187 14.5-73.17-7.3-18.345-22.3-14.836-56.1 7.384-74.4 22.658-18.7 57.126-15.1 75.726 7.5 18.96 23 15.33 58.1-7.66 77-23.43 19.3-59.052 15.6-78.275-7.8-19.583-23.8-15.823-60 7.934-79.6 24.197-19.9 60.981-16 80.821 8.1 20.2 24.6 16.32 62-8.21 82.1-24.96 20.5-62.906 16.6-83.367-8.3-20.82-25.4-16.811-63.9 8.485-84.7 25.733-21.1 64.832-17 85.912 8.6 21.44 26.2 17.31 65.8-8.76 87.2-26.5 21.8-66.759 17.6-88.456-8.9-22.057-26.9-17.797-67.7 9.033-89.7 27.269-22.4 68.683-18 91.003 9.2 22.68 27.6 18.29 69.6-9.31 92.2-28.03 23-70.61 18.6-93.543-9.4-23.293-28.4-18.783-71.6 9.582-94.8 28.804-23.6 72.541-19 96.091 9.7 6.5 7.9 11.19 17.3 13.62 27.3" sodipodi:cy="6518.4199" sodipodi:cx="103.19778" stroke-dasharray="0.60429269 7.2515122"/>
<text style="writing-mode:lr" font-weight="bold" font-size="8" y="7305.512146600003" x="10" font-family="sans-serif" fill="#000000">
<tspan y="7305.512146600003" x="10">Συμπέρασμα</tspan>
</text>
<rect id="d0e860" display="none" height="1e3px" width="288" y="7310.7" x="10"/>
<flowRoot font-size="8" font-family="serif" line-height="133.00000%" fill="#000000">
<flowRegion>
<use y="0" x="0" xlink:href="#d0e860"/>
</flowRegion>
<flowDiv xml:space="preserve">Τα εργαλεία σχήματος του Inkscape είναι πολύ ισχυρά. Μάθετε τα κόλπα τους και παίξτε μαζί τους τον ελεύθερο χρόνο σας — αυτό θα σας το ξεπληρώσει όταν κάνετε σχεδιαστική δουλειά, επειδή η χρήση σχημάτων αντί για απλά μονοπάτια συχνά κάνει την τέχνη των διανυσμάτων πιο γρήγορη στη δημιουργία και πιο εύκολη στην τροποποίηση. Εάν έχετε ιδέες για βελτιώσεις σχημάτων, επικοινωνήστε παρακαλώ με τους προγραμματιστές.</flowDiv>
</flowRoot>
<g transform="translate(0 7392.6)">
<defs id="defs3" xmlns:cc="http://creativecommons.org/ns#">
<linearGradient id="linearGradient2465" y2="-7528.7" xlink:href="#linearGradient841" gradientUnits="userSpaceOnUse" x2="76.847" gradientTransform="matrix(2.1496 0 0 .46519 -.13015 3495.4)" y1="-7656.4" x1="76.847" inkscape:collect="always"/>
<filter id="filter56" height="1.2" width="1.2" color-interpolation-filters="sRGB" y="-.1" x="-.1" inkscape:label="Drop shadow, custom">
<feFlood id="feFlood58" result="flood" flood-color="rgb(255,255,255)" flood-opacity=".68628"/>
<feComposite id="feComposite60" operator="in" result="composite1" in2="SourceGraphic" in="flood"/>
<feGaussianBlur id="feGaussianBlur62" result="blur" stdDeviation="20" in="composite1"/>
<feOffset id="feOffset64" result="offset" dx="0" dy="0"/>
<feComposite id="feComposite66" operator="over" result="composite2" in2="offset" in="SourceGraphic"/>
</filter>
</defs>
<metadata id="metadata4" xmlns:cc="http://creativecommons.org/ns#">
<rdf:RDF>
<cc:Work rdf:about="">
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
</cc:Work>
</rdf:RDF>
</metadata>
<g id="layer1" xmlns:cc="http://creativecommons.org/ns#" inkscape:label="Layer 1" inkscape:groupmode="layer">
<rect id="rect1494" transform="scale(1 -1)" fill-rule="evenodd" rx="0" ry="6.1828" height="69.248" width="319.99" y="-70.334" x="-.11217" fill="url(#linearGradient2465)"/>
<path id="path1508" stroke-width="1pt" fill="#fff" d="m80.493 57.976h-4.9567v0.3171h0.14846c0.66805 0 0.74228 0.0338 0.74228 0.3172v0.1956 3.212 0.1957c0 0.2835-0.07423 0.3172-0.74228 0.3172h-0.14846v0.3171h5.0639l0.16495-1.8016h-0.36289c-0.10722 0.4723-0.29691 0.8907-0.49485 1.0864-0.25566 0.2699-0.72577 0.3981-1.4186 0.3981h-0.54433c-0.24742 0-0.45361-0.0405-0.52784-0.1012-0.05773-0.0406-0.06598-0.081-0.06598-0.2227v-1.7206h0.16495c0.5031 0 0.70928 0.0404 0.87423 0.1821 0.21443 0.1754 0.2969 0.3914 0.31341 0.7895h0.38763v-2.2133h-0.38763c-0.04124 0.6612-0.37114 0.9244-1.1546 0.9244h-0.19794v-1.5385c0-0.2901 0.07423-0.3374 0.51959-0.3374h0.42887c0.72578 0 1.0804 0.0608 1.3608 0.2497 0.27217 0.1754 0.47011 0.5533 0.59382 1.1606h0.35463l-0.11546-1.7274zm-10.944 2.7059h0.93196c0.74227 0 1.1299-0.0472 1.4598-0.1755 0.58558-0.2294 0.91547-0.6612 0.91547-1.1943 0-0.5129-0.28866-0.9043-0.833-1.1269-0.32166-0.135-0.833-0.2092-1.4021-0.2092h-2.8866v0.3171h0.14846c0.66804 0 0.74227 0.0338 0.74227 0.3172v0.1956 3.212 0.1957c0 0.2835-0.07422 0.3172-0.74227 0.3172h-0.14846v0.3171h2.7712v-0.3171h-0.21444c-0.66804 0-0.74227-0.0337-0.74227-0.3172v-0.1957-1.336zm0-0.3172v-1.7274c0-0.3104 0.04948-0.3442 0.5031-0.3442h0.52784c0.85774 0 1.2619 0.3307 1.2619 1.046 0 0.695-0.42062 1.0256-1.2948 1.0256h-0.99794zm-7.1753-2.4832h-0.34639l-1.8969 3.9341c-0.16495 0.3508-0.19793 0.398-0.32164 0.506-0.13196 0.1281-0.36289 0.2092-0.58557 0.2092h-0.03299v0.3171h2.1856v-0.3171h-0.16495c-0.44536 0-0.66804-0.1282-0.66804-0.3846 0-0.081 0.02474-0.1755 0.07422-0.2835l0.27217-0.5938h2.1856l0.44536 0.9042c0.04948 0.1012 0.06598 0.1485 0.06598 0.1823 0 0.1079-0.20619 0.1754-0.51134 0.1754h-0.34639v0.3171h2.5567v-0.3171h-0.11546c-0.41238 0-0.5031-0.054-0.69279-0.4319l-2.1031-4.2174zm-0.40413 1.1067 0.93196 1.9164h-1.8474l0.91547-1.9164zm-5.6907-1.0594h-0.3134l-0.3299 0.3981c-0.58557-0.3509-0.90722-0.4521-1.4598-0.4521-0.80001 0-1.4598 0.2632-2.0206 0.8097-0.52784 0.5129-0.77526 1.0797-0.77526 1.7747 0 1.4508 1.1629 2.4899 2.7876 2.4899 1.3196 0 2.1608-0.6342 2.3505-1.7678l-0.38763-0.054c-0.08248 0.3576-0.18145 0.6005-0.3299 0.803-0.33815 0.4655-0.86599 0.7017-1.534 0.7017-1.2206 0-1.798-0.695-1.798-2.1457 0-0.7626 0.12371-1.2754 0.40413-1.6804 0.25567-0.3778 0.76701-0.614 1.2949-0.614 0.57732 0 1.0887 0.2497 1.4021 0.6816 0.1567 0.2226 0.28041 0.4858 0.47011 1.0053h0.36288l-0.12371-1.95zm-8.2557 0.0067h-0.30515l-0.3299 0.4049c-0.38763-0.3036-0.91547-0.4656-1.501-0.4656-1.0804 0-1.8062 0.5668-1.8062 1.4102 0 0.7356 0.44536 1.1 1.6577 1.3564l0.7835 0.1619c0.61031 0.1283 0.66804 0.1418 0.84124 0.2496 0.24742 0.1553 0.37938 0.3779 0.37938 0.6411 0 0.2699-0.12371 0.4926-0.37113 0.6749-0.27217 0.1956-0.54434 0.2699-0.99795 0.2699-0.61031 0-1.0474-0.1552-1.435-0.5061-0.3464-0.3171-0.51959-0.6343-0.6433-1.1539h-0.35464l0.03299 1.9231h0.32165l0.37113-0.4588c0.55258 0.371 1.0144 0.506 1.732 0.506 1.2124 0 1.9876-0.5802 1.9876-1.4845 0-0.4183-0.1732-0.776-0.49485-1.0324-0.22268-0.1754-0.54433-0.2902-1.2041-0.4251l-0.88248-0.1822c-0.73402-0.1552-1.0804-0.4183-1.0804-0.83 0-0.4724 0.47011-0.7963 1.1711-0.7963 0.57732 0 1.0474 0.2026 1.3773 0.5871 0.23918 0.2767 0.38763 0.5601 0.49484 0.9042h0.35464l-0.09897-1.7544zm-11.151 2.7059v-1.8355-0.1956c0-0.2834 0.07423-0.3172 0.74227-0.3172h0.1567v-0.3171h-2.7134v0.3171h0.14846c0.66804 0 0.74227 0.0338 0.74227 0.3172v0.1956 3.212 0.1957c0 0.2835-0.07423 0.3172-0.74227 0.3172h-0.14846v0.3171h2.7134v-0.3171h-0.1567c-0.66804 0-0.74227-0.0337-0.74227-0.3172v-0.1957-0.8569l0.9567-0.7894 1.4351 1.7206c0.13196 0.1619 0.16495 0.216 0.16495 0.2834 0 0.108-0.1567 0.1552-0.56083 0.1552h-0.25567v0.3171h2.8206v-0.3171h-0.1567c-0.45361 0-0.56907-0.0472-0.80826-0.3373l-1.9959-2.3551 1.2289-1.0054c0.39588-0.3442 0.89898-0.5399 1.3938-0.5399v-0.3171h-2.5402v0.3171h0.20619c0.37938 0 0.53609 0.0608 0.53609 0.2025 0 0.0944-0.16495 0.2901-0.40413 0.4858l-2.0206 1.66zm-9.2207-2.6654h-1.699v0.3171h0.20618c0.42062 0 0.61032 0.054 0.75877 0.2227v2.8679c0 0.9245-0.16495 1.1201-0.9567 1.1471v0.3171h2.3505v-0.3171c-0.78353-0.027-0.94848-0.2226-0.94848-1.1471v-2.5035l3.6784 4.0622h0.3464v-3.5021c0-0.9245 0.16495-1.1202 0.95671-1.1472v-0.3171h-2.3505v0.3171c0.78351 0.027 0.94846 0.2227 0.94846 1.1472v2.1189l-3.2908-3.5832zm-5.3609 0.8299v-0.1956c0-0.2834 0.07423-0.3172 0.73402-0.3172h0.16495v-0.3171h-2.7299v0.3171h0.16495c0.66804 0 0.74227 0.0338 0.74227 0.3172v0.1956 3.212 0.1957c0 0.2835-0.07423 0.3172-0.74227 0.3172h-0.16495v0.3171h2.7299v-0.3171h-0.16495c-0.65979 0-0.73402-0.0337-0.73402-0.3172v-0.1957-3.212z"/>
<path id="path1517" stroke-width="1pt" fill="#fff" d="m305.97 58.204h1.35v2.817c0 0.532-0.02 0.862-0.05 0.989-0.13 0.485-0.42 0.819-0.87 1.003-0.31 0.127-0.77 0.19-1.38 0.19-1.43 0-2.15-0.428-2.15-1.285l1.43-0.007c0.1 0.268 0.36 0.402 0.81 0.402 0.32 0 0.55-0.101 0.68-0.303 0.1-0.155 0.15-0.41 0.15-0.763v-0.12c-0.43 0.344-0.9 0.516-1.41 0.516-0.56 0-1-0.177-1.34-0.53-0.33-0.358-0.5-0.814-0.5-1.37 0-0.485 0.19-0.889 0.57-1.214 0.36-0.301 0.79-0.452 1.29-0.452 0.64 0 1.12 0.209 1.42 0.628v-0.501zm-0.07 1.638c0-0.226-0.09-0.405-0.26-0.537-0.18-0.136-0.38-0.204-0.62-0.204-0.25 0-0.46 0.073-0.63 0.219-0.16 0.146-0.24 0.343-0.24 0.593 0 0.207 0.08 0.386 0.25 0.536 0.08 0.071 0.17 0.125 0.26 0.163 0.1 0.037 0.2 0.056 0.3 0.056 0.28 0 0.5-0.068 0.66-0.205 0.19-0.15 0.28-0.357 0.28-0.621zm-6.29-1.638h1.41v0.614c0.24-0.452 0.6-0.678 1.06-0.678l0.43 0.043v1.292c-0.21-0.038-0.4-0.057-0.56-0.057-0.6 0-0.9 0.356-0.9 1.067v1.37h-1.44v-3.651zm-2.67-0.127c0.62 0 1.14 0.165 1.56 0.494 0.43 0.353 0.65 0.84 0.65 1.462 0 0.607-0.21 1.09-0.64 1.447-0.41 0.33-0.92 0.495-1.54 0.495-0.68 0-1.23-0.153-1.64-0.459-0.46-0.339-0.69-0.841-0.69-1.504 0-0.622 0.23-1.109 0.7-1.462 0.42-0.315 0.96-0.473 1.6-0.473zm-0.04 2.867c0.24 0 0.44-0.09 0.59-0.269s0.22-0.393 0.22-0.642c0-0.25-0.07-0.464-0.21-0.643s-0.33-0.268-0.58-0.268-0.46 0.087-0.61 0.261c-0.08 0.09-0.13 0.186-0.17 0.29-0.04 0.099-0.06 0.219-0.06 0.36 0 0.259 0.07 0.475 0.21 0.649 0.14 0.175 0.35 0.262 0.61 0.262zm-4.05-0.516h1.45v1.427h-1.45v-1.427zm-3.56-0.014c0.15 0.377 0.4 0.565 0.74 0.565 0.36 0 0.58-0.099 0.68-0.297 0.08 0 0.3 0.015 0.63 0.043 0.34 0.028 0.64 0.042 0.89 0.042-0.24 0.466-0.54 0.791-0.91 0.975-0.33 0.16-0.77 0.24-1.32 0.24-0.65 0-1.17-0.167-1.56-0.502-0.42-0.353-0.63-0.847-0.63-1.483 0-0.607 0.23-1.087 0.69-1.44 0.41-0.311 0.93-0.466 1.57-0.466 0.63 0 1.14 0.16 1.54 0.48 0.4 0.316 0.63 0.782 0.69 1.398l0.01 0.445h-3.02zm1.52-0.861c-0.05-0.33-0.29-0.495-0.71-0.495-0.16 0-0.33 0.045-0.5 0.135-0.17 0.089-0.26 0.209-0.28 0.36h1.49zm-7.76-1.349h1.44l-0.01 0.459c0.4-0.381 0.84-0.572 1.34-0.572 0.56 0 1 0.174 1.32 0.523 0.33 0.343 0.5 0.795 0.5 1.355 0 0.579-0.16 1.052-0.48 1.419-0.34 0.391-0.79 0.587-1.35 0.587-0.31 0-0.55-0.036-0.73-0.106-0.17-0.071-0.37-0.215-0.59-0.431v1.687h-1.44v-4.921zm2.27 2.747c0.26 0 0.47-0.09 0.63-0.269 0.16-0.183 0.24-0.404 0.24-0.663 0-0.264-0.08-0.478-0.23-0.643-0.14-0.169-0.34-0.254-0.6-0.254-0.24 0-0.44 0.085-0.62 0.254-0.17 0.17-0.26 0.377-0.26 0.621 0 0.255 0.08 0.478 0.23 0.671 0.16 0.189 0.36 0.283 0.61 0.283zm-6.81-1.646c0.11-0.475 0.38-0.812 0.78-1.009 0.3-0.141 0.73-0.212 1.29-0.212 0.53 0 0.96 0.104 1.28 0.311 0.39 0.249 0.59 0.623 0.59 1.122v1.688c0 0.108 0.01 0.207 0.03 0.296 0.01 0.09 0.05 0.208 0.11 0.354h-1.49l-0.05-0.424c-0.34 0.353-0.76 0.529-1.24 0.529-0.39 0-0.72-0.091-1.01-0.275-0.31-0.216-0.47-0.513-0.47-0.89 0-0.409 0.13-0.713 0.4-0.911 0.2-0.141 0.5-0.244 0.93-0.31l1.02-0.12c0.22-0.038 0.33-0.097 0.33-0.177 0-0.183-0.14-0.275-0.41-0.275-0.16 0-0.29 0.019-0.39 0.056-0.1 0.033-0.18 0.116-0.23 0.247h-1.47zm1.27 1.356c0 0.198 0.17 0.297 0.5 0.297 0.21 0 0.39-0.066 0.55-0.198s0.25-0.297 0.25-0.494l-0.96 0.12c-0.06 0.005-0.14 0.035-0.22 0.092-0.08 0.051-0.12 0.113-0.12 0.183zm-1.58-1.038l-1.44 0.071c-0.09-0.193-0.17-0.332-0.26-0.417-0.11-0.099-0.27-0.148-0.46-0.148-0.27 0-0.47 0.094-0.62 0.282-0.14 0.184-0.21 0.412-0.21 0.685 0 0.236 0.08 0.436 0.24 0.601 0.16 0.16 0.36 0.24 0.59 0.24 0.38 0 0.62-0.21 0.74-0.629l1.45 0.064c-0.24 1.068-0.97 1.603-2.2 1.603-0.66 0-1.19-0.16-1.59-0.481-0.45-0.348-0.68-0.838-0.68-1.468 0-0.64 0.25-1.135 0.74-1.483 0.43-0.311 0.98-0.466 1.64-0.466 0.53 0 0.97 0.132 1.34 0.395 0.36 0.259 0.61 0.643 0.72 1.151zm-7.4 1.038c0.1 0.165 0.22 0.273 0.38 0.325 0.11 0.033 0.27 0.049 0.5 0.049 0.06 0 0.1-0.002 0.13-0.007 0.03-0.009 0.07-0.026 0.12-0.049 0.1-0.042 0.15-0.106 0.15-0.191 0-0.127-0.22-0.214-0.67-0.261-0.61-0.071-1.02-0.151-1.24-0.24-0.45-0.179-0.67-0.487-0.67-0.925 0-0.475 0.23-0.821 0.68-1.038 0.35-0.165 0.78-0.247 1.32-0.247 1.11 0 1.75 0.379 1.94 1.137l-1.37 0.091c-0.07-0.122-0.16-0.211-0.27-0.268-0.1-0.033-0.23-0.049-0.38-0.049-0.36 0-0.54 0.084-0.54 0.254 0 0.056 0.06 0.106 0.18 0.148 0.13 0.043 0.44 0.094 0.94 0.156 0.5 0.061 0.85 0.15 1.04 0.268 0.3 0.169 0.45 0.447 0.45 0.833 0 0.443-0.21 0.786-0.61 1.031-0.33 0.198-0.74 0.297-1.23 0.297-0.6 0-1.07-0.069-1.4-0.205-0.46-0.189-0.76-0.53-0.87-1.024l1.42-0.085zm-5.93-3.784h1.44v2.28l1.17-0.953h2l-1.75 1.37 1.76 2.288h-1.7l-1.08-1.49-0.4 0.289v1.194h-1.44v-4.978zm-4.85 1.32h1.45v0.48c0.37-0.386 0.83-0.579 1.36-0.579 0.43 0 0.78 0.12 1.04 0.36 0.27 0.236 0.4 0.57 0.4 1.003v2.408h-1.42l-0.01-2.055c0-0.188-0.06-0.341-0.18-0.459s-0.27-0.177-0.45-0.177c-0.24 0-0.42 0.092-0.55 0.276-0.13 0.183-0.19 0.398-0.19 0.642v1.759h-1.45v-3.658zm-1.98 0.007h1.44v3.636h-1.44v-3.636zm0-1.335h1.44v0.982h-1.44v-0.982zm-2.12 3.559h1.45v1.427h-1.45v-1.427zm-5.7-2.224l0.62 2.274c0.04-0.273 0.13-0.652 0.28-1.137 0.06-0.217 0.12-0.438 0.17-0.664 0.05-0.16 0.08-0.318 0.12-0.473l1.48 0.007 0.33 1.137c0.11 0.419 0.19 0.807 0.24 1.165 0.03-0.188 0.06-0.367 0.1-0.537 0.04-0.174 0.09-0.383 0.17-0.628 0.06-0.188 0.11-0.367 0.16-0.537 0.05-0.174 0.12-0.376 0.19-0.607h1.48l-1.29 3.658h-1.56l-0.55-2.098-0.6 2.098h-1.56l-1.28-3.658h1.5zm-6.53 0l0.61 2.274c0.05-0.273 0.14-0.652 0.29-1.137 0.06-0.217 0.12-0.438 0.17-0.664 0.04-0.16 0.08-0.318 0.12-0.473l1.48 0.007 0.33 1.137c0.11 0.419 0.19 0.807 0.24 1.165 0.03-0.188 0.06-0.367 0.1-0.537 0.04-0.174 0.09-0.383 0.17-0.628 0.06-0.188 0.11-0.367 0.16-0.537 0.05-0.174 0.12-0.376 0.19-0.607h1.48l-1.29 3.658h-1.56l-0.56-2.098-0.6 2.098h-1.55l-1.28-3.658h1.5zm-6.53 0l0.61 2.274c0.04-0.273 0.14-0.652 0.28-1.137 0.07-0.217 0.12-0.438 0.18-0.664 0.04-0.16 0.08-0.318 0.11-0.473l1.49 0.007 0.33 1.137c0.11 0.419 0.19 0.807 0.24 1.165 0.03-0.188 0.06-0.367 0.1-0.537 0.04-0.174 0.09-0.383 0.17-0.628 0.05-0.188 0.11-0.367 0.16-0.537 0.05-0.174 0.11-0.376 0.19-0.607h1.48l-1.29 3.658h-1.56l-0.56-2.098-0.6 2.098h-1.55l-1.29-3.658h1.51z"/>
<g id="g1515" filter="url(#filter56)" fill-rule="evenodd" transform="matrix(.029418 0 0 .029418 .15691 53.986)">
<path id="path1516" d="m397.64 320.25-117.25-37.73l-29.65-157.68 94.34-95.688 48.518 17.52 90.297 88.949-86.254 184.64z" stroke="#000" stroke-width=".93619pt" fill="#fff"/>
<path id="path1518" d="m476.96 339.17c18.824 3.7644 22.59 16.942 18.824 20.706-3.7634 3.7654-13.175 7.5298-20.705 1.8821-7.5318-5.6465-7.5318-18.824 1.8813-22.588z" stroke-width="1pt"/>
<path id="path1519" d="m286.46 340.43c-1.8342 0.48921-17.158-12.716-29.293-6.5953-12.132 6.1196-20.276 19.823-8.9423 25.446 11.335 5.6232 19.438-0.86115 29.374-7.8386 9.9379-6.9764 9.5793-8.3206 8.8608-11.012z" stroke-width="1pt"/>
<path id="path1520" d="m510.36 306.93c10.237-2.5598 33.886 0 30.119 15.058-3.7633 15.062-35.764 9.4119-56.473 1.8852-1.8823-15.061 21.529-15.737 26.354-16.943z" stroke-width="1pt"/>
<path id="path1521" d="m359.24 21.363c-11.313 0-22.606 4.3206-31.275 12.99l-154.09 154.06c-8.4969 8.4967-12.762 19.543-12.931 30.631h-0.0585c0 0.0395 0.0566 0.0774 0.0585 0.11702-0.002 0.18609-0.0585 0.36977-0.0585 0.55586h0.2633c2.9491 11.221 79.15 25.523 87.651 34.025 12.839 12.839-49.233 22.268-36.395 35.107 12.839 12.839 77.59 24.843 90.43 37.682 12.839 12.839-26.238 26.51-13.399 39.349s55.967-3.2094 48.155 30.28c17.338 17.338 53.512 9.0588 77.733-8.2795 12.839-12.839-24.629-11.707-11.79-24.546s45.247-12.908 72.555-43.621c-10.992-17.095-46.981-24.375-34.142-37.214s37.8-6.3179 91.659-30.777c26.292-11.941 24.12-21.01 24.019-32.006-0.002-0.23138 0-0.43973 0-0.67288h-0.0585c-0.16-11.07-4.46-22.12-12.95-30.62l-154.07-154.06c-8.66-8.667-19.99-12.987-31.3-12.987zm-1.3165 20.04c5.0295 0.13102 9.0916 3.9651 17.056 9.1279l72.789 53.977c0.79681 0.51671 1.5557 1.0557 2.2527 1.6091 0.69703 0.55327 1.3337 1.1401 1.9309 1.7261 0.5972 0.58495 1.14 1.1721 1.6383 1.7846 0.49726 0.61244 0.94845 1.2385 1.3458 1.8724 0.39844 0.6349 0.75476 1.2798 1.0532 1.9309 0.29867 0.65226 0.53281 1.325 0.7314 1.9894 0.19976 0.66341 0.36832 1.319 0.46811 1.9894 0.0999 0.67165 0.14627 1.3452 0.14627 2.0187l-43.123-20.83-4.3006 32.562-23.727-11.117-36.629 24.458-14.014-48.331-18.051 42.275-50.408 5.032 0.55587-22.439c0-5.3897 29.057-43.122 46.751-52.105l32.386-23.259c4.7787-3.0977 8.1289-4.35 11.147-4.2714zm-66.996 220.21c22.944 5.9503 48.476 13.757 68.957 13.897l0.87768 9.2157c-17.538-1.8078-54.648-10.276-63.398-14.745l-6.4363-8.3672z" stroke-width="1pt"/>
</g>
<use id="use1328" style="color:#000000" xlink:href="#path1508" transform="matrix(5.1767 0 0 5.1767 -102.7 -256.62)" height="1052.3622" fill-opacity=".064615" width="744.09448" y="0" x="0" font-family="sans-serif" fill="#ffffff"/>
<text id="text7519" opacity=".5" line-height="125%" xml:space="preserve" transform="rotate(-90)" font-size="6.9693px" y="-6.5672836" x="-70.83046" font-family="sans-serif" sodipodi:linespacing="125%" fill="#000000"><tspan id="tspan7521" sodipodi:role="line" x="-70.83046" style="letter-spacing:.29056" y="-6.5672836">Χρήση <tspan id="tspan7523" font-weight="bold">Ctrl+πάνω βέλος</tspan> για κύλιση </tspan></text>
<path id="path7527" opacity=".5" style="color:#000000" d="m338.53 197.82-13.108-1.2709 7.6547-10.717z" fill-rule="evenodd" transform="matrix(-.61496 -.045496 -.061919 .45186 207.79 -145)"/>
</g>
</g>
</svg>