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transform="translate(.44802 2.6881)" width="744.09448" height="1052.3621" xlink:href="#hg"/><use id="hf" transform="translate(-4.7246)" width="744.09448" height="1052.3621" fill="#ffffff" stroke-width="1.1541" xlink:href="#he"/><use transform="translate(.69239 4.1136)" width="744.09448" height="1052.3621" xlink:href="#hf"/><use transform="translate(-.73484 -1.0442)" width="744.09448" height="1052.3621" xlink:href="#hb"/></g></g></g></g></g></g></g></g><use inkscape:label="Footer" sodipodi:insensitive="true" xlink:href="#footer-template"/><g inkscape:groupmode="layer" inkscape:label="Content"><text x="20" y="122" style="fill:#000000;font-family:Liberation Serif,Times New Roman,serif;font-size:16;line-height:100%" xml:space="preserve"><tspan style="fill:#000000" sodipodi:role="line">Tutorial<tspan style="fill:#de5f3a"> | </tspan><tspan style="font-style:italic">Προχωρημένο</tspan></tspan></text><rect id="idm36" x="40" y="134" width="264" height="1e3px" style="display:none"/><text style="font-family:Liberation Sans,Arial,sans-serif;font-size:7.2;font-style:italic;line-height:150%;shape-inside:url(#idm36)">Αυτό το μάθημα καλύπτει αντιγραφή/επικόλληση, επεξεργασία κόμβων, σχεδίαση ελεύθερη και bezier, χειρισμός μονοπατιού, boole, μετατοπίσεις, απλοποίηση και εργαλείο κειμένου.</text><rect id="idm37" x="40" y="174.52" width="264" height="1e3px" style="display:none"/><text style="font-family:Liberation Sans,Arial,sans-serif;font-size:7.2;font-style:italic;line-height:150%;shape-inside:url(#idm37)">Χρησιμοποιήστε <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">βέλη</tspan>, <tspan style="font-weight:bold">τροχό ποντικιού</tspan>, ή <tspan style="font-weight:bold">σύρσιμο μεσαίου πλήκτρου</tspan> για να κυλίσετε τη σελίδα προς τα κάτω. Για τα βασικά δημιουργίας, επιλογής και μετασχηματισμού αντικειμένου, δείτε το βασικό μάθημα στο <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Βοήθεια</tspan>⇒<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Μαθήματα</tspan>.</text><rect id="idm47" x="20" y="220.45" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm47)">Τεχνικές επικόλλησης</text><rect id="idm48" x="20" y="233.12" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm48)">Μετά την αντιγραφή μερικών αντικειμένων με <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">C</tspan> ή αποκοπής με <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">X</tspan>, η κανονική εντολή <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">V</tspan>) επικολλά τα αντιγραμμένα αντικείμενα δεξιά κάτω από τον δρομέα ποντικιού ή, εάν ο δρομέας είναι εκτός του παραθύρου, στο κέντρο του παραθύρου εγγράφου. Όμως, τα αντικείμενα στο πρόχειρο θυμούνται ακόμα την αρχική θέση από την οποία αντιγράφηκαν και μπορείτε να τα ξαναεπικολλήσετε εκεί με <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση επιτόπου</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">V</tspan>).</text><rect id="idm64" x="20" y="303.97" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm64)">Μια άλλη εντολή, <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση τεχνοτροπίας</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">V</tspan>), εφαρμόζει τη μορφοποίηση του (πρώτου) αντικειμένου στο πρόχειρο στην τρέχουσα επιλογή. Η έτσι επικολλημένη “τεχνοτροπία” περιλαμβάνει όλο το γέμισμα, την πινελιά και τις ρυθμίσεις γραμματοσειρών, αλλά όχι το μέγεθος, το σχήμα ή τις ειδικές παραμέτρους στον τύπο σχήματος, όπως ο αριθμός κορυφών αστεριού.</text><rect id="idm70" x="20" y="364.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm70)">Ένα ακόμα σύνολο εντολών επικόλλησης, <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση μεγέθους</tspan>, κλιμακώνει την επιλογή ώστε να ταιριάζει το γνώρισμα του επιθυμητού μεγέθους των αντικειμένων του προχείρου. Υπάρχει ένας αριθμός εντολών για το μέγεθος της επικόλλησης και είναι ως εξής: μέγεθος επικόλλησης, πλάτος επικόλλησης, ύψος επικόλλησης, επικόλληση μεγέθους ξεχωριστά, επικόλληση πλάτους ξεχωριστά και επικόλληση ύψους ξεχωριστά.</text><rect id="idm72" x="20" y="424.59" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm72)">Η <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση μεγέθους</tspan> κλιμακώνει τη συνολική επιλογή για να ταιριάζει με το συνολικό μέγεθος των αντικειμένων του προχείρου. Η <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση πλάτους</tspan>/<tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επικόλληση ύψους</tspan> κλιμακώνει τη συνολική επιλογή οριζόντια/κάθετα για να ταιριάζει με το πλάτος/ύψος των αντικειμένων του προχείρου. Αυτές οι εντολές διατηρούν το λόγο κλιμάκωσης κλειδωμένο στη γραμμή ελέγχων επιλογέα εργαλείου (μεταξύ πεδίων πλάτους και ύψους), έτσι ώστε όταν το κλείδωμα πατιέται, η άλλη διάσταση του επιλεγμένου αντικειμένου κλιμακώνεται κατά την ίδια αναλογία. Αλλιώς η άλλη διάσταση παραμένει αμετάβλητη. Οι εντολές που περιέχουν “ξεχωριστά” δουλεύουν παρόμοια με τις πιο πάνω περιγραφείσες εντολές, εκτός από το ότι κλιμακώνουν κάθε επιλεγμένο αντικείμενο ξεχωριστά για να ταιριάξει σε μέγεθος/πλάτος/ύψος των αντικειμένων του προχείρου.</text><rect id="idm76" x="20" y="538.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm76)">Το πρόχειρο είναι για όλο το σύστημα - μπορείτε να αντιγράψετε/επικολλήσετε αντικείμενα μεταξύ διαφορετικών στιγμιοτύπων του Inkscape καθώς και μεταξύ Inkscape και άλλων εφαρμογών (οι οποίες πρέπει να είναι ικανές να χειριστούν SVG στο πρόχειρο για να το χρησιμοποιήσουν).</text><rect id="idm78" x="20" y="592.87" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm78)">Σχεδίαση ελεύθερων γραμμών και κανονικά μονοπάτια</text><rect id="idm79" x="20" y="605.53" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm79)">Ο πιο απλός τρόπος δημιουργίας ενός ελεύθερου σχήματος είναι η σχεδίαση του χρησιμοποιώντας το εργαλείο μολύβι (ελεύθερων γραμμών) (<tspan style="font-weight:bold">F6</tspan>):</text><path transform="translate(20 641.53)" d="m49.467 13.757c0.0963 0.12038-6.0458-10.694 2.2957-8.6089 13.014 3.2535 36.676 11.755 39.601-2.8696 0.66483-3.3242-1.8955 6.5097-2.8696 9.7567-11.022 36.74-10.376 90.106-60.836 90.106-3.9439 0 1.6233-8.3075 4.5914-10.905" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 641.53)" d="m83.838 57.809c2.6505 0.33132-2.1287-10.644 0 0 0.78564 3.9282-17.812 41.364-8.6089 22.957 15.013-30.025 26.377-37.167 20.087 0.57392-1.2616 7.5694 5.8759 5.7002 9.7567 4.5914" 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52.432-71.095 27.548-27.548-2.5136 4.3988-8.0755 5.7392-12.626 5.7392" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 641.53)" d="m128.22 10.791c0.45322 0.67983-16.446 58.368-18.214 65-6.2285 23.357-13.256 15.48 2.8572-12.143 7.9942-13.704 20.377-26.489 12.5-2.8571-3.6409 10.923-12.324-1.9714-8.5714 9.2857 2.1318 6.3955 3.5815 10.662 10.714 9.6429" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cccccc"/><path transform="translate(20 641.53)" d="m171.79 48.291c-0.9245 1.3868-3.4525-0.61898-5 0-15.47 6.1878-25.187 28.823-0.71428 23.929 2.5602-0.51204 4.7619-2.1428 7.1428-3.2143" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 641.53)" d="m233.57 51.862c-0.0235 0.04222 8.2119-2.601 14.643-5.3571 13.015-5.578 12.875-20.01-2.1428-11.429-10.41 5.9488-18.703 23.929-1.0714 23.929 9.3689 0 21.654-3.8909 28.929-10.357" style="color:#000000;fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm85" x="20" y="765.42" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm85)">Εάν θέλετε πιο κανονικά σχήματα, χρησιμοποιείστε το εργαλείο πένα (Bezier) (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">F6</tspan>):</text><path transform="translate(20 790.77)" d="m39.035 8.4053h23.457s-12.69-18.802-12.69 2.0512c0 20.853 0.38453 55.381 0.38453 55.381h16.919s-47.49 14.529-31.147 0" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 790.77)" d="m82.323 37.319h-11.117s15.087 27.151 0 27.151" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 790.77)" d="m79.002 43.654c7.8302-15.458 13-8.555 13-8.555v28.918h-5.8541" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 790.77)" d="m93.639 29.942 9.3005-14.321v48.849s-0.84079-24.272 9.9261-29.4c10.767-5.1278 11.794 12.616 0.64274 12.616s-7.5643 0.0326-7.5643 0.0326l18.65 16.58h-13.266" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cccccccc"/><path transform="translate(20 790.77)" d="m148.49 45.326s6.1576-15.125 0-11.965c-6.1576 3.1606-21.149 17.264-19.419 17.264 1.7304 0 19.854-1.8543 18.65 0-1.2042 1.8542-5.768 15.213-11.536 14.187-5.768-1.0255-9.2288-10.94-9.2288-10.94" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 790.77)" d="m174.77 46.693c-7.802-12.014-18.458-12.648-18.458-12.648v20.511l12.305 10.94s9.6133 3.0768 9.6133-8.2046" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 790.77)" d="m171.94 33.515h25.411s-15.372 0.2789-15.999 13.387c-0.62742 13.108 7.398 17.195 13.019 11.574 5.952-5.952 7.4291-24.649 7.4291-24.649v31.203" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cccscc"/><path transform="translate(20 790.77)" d="m208.33 73.397v-40.161h13.6c14.158 0 5.224 11.84-0.83268 18.686-6.025 6.8097-8.8001 5.641-8.8001-2.2312" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cccsc"/><path transform="translate(20 790.77)" d="m229.79 44.95h37.646s-0.31371-11.156-17.568-11.435c-17.254-0.2789-15.686 17.849-15.686 23.427s5.0194 15.897 17.882 15.897c12.862 0 15.372-13.666 15.372-20.081" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm93" x="20" y="876.32" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm93)">Με το εργαλείο πένα κάθε <tspan style="font-weight:bold">πάτημα</tspan> δημιουργεί έναν οξύ κόμβο χωρίς λαβές καμπύλης, έτσι μια σειρά πατημάτων παράγει μια ακολουθία τμημάτων ευθειών γραμμών. <tspan style="font-weight:bold">Πάτημα</tspan> και <tspan style="font-weight:bold">σύρσιμο</tspan> δημιουργεί έναν ομαλό κόμβο Bezier με δύο συγγραμμικές αντίθετες λαβές. Πατήστε <tspan style="font-weight:bold">Shift</tspan> ενώ σύρετε προς τα έξω μια λαβή για να περιστρέψετε μόνο μια λαβή και να καθορίσετε την άλλη. Ως συνήθως, το <tspan style="font-weight:bold">Ctrl</tspan> περιορίζει την κατεύθυνση είτε του τμήματος της τρέχουσας γραμμής ή των λαβών Bezier σε αυξήσεις 15 μοιρών. Πατώντας <tspan style="font-weight:bold">Enter</tspan>ολοκληρώνει τη γραμμή, το <tspan style="font-weight:bold">Esc</tspan> την ακυρώνει. Για να ακυρώσετε μόνο το τελευταίο τμήμα της ατελείωτης γραμμής, πατήστε <tspan style="font-weight:bold">Backspace</tspan>.</text><rect id="idm102" x="20" y="968.69" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm102)">Στα εργαλεία ελεύθερων γραμμών και bezier, το τρέχον επιλεγμένο μονοπάτι εμφανίζει μικρά τετράγωνα <tspan style="font-style:italic">άγκυρες</tspan> και στα δύο άκρα. Αυτές οι άγκυρες σας επιτρέπουν να <tspan style="font-style:italic">συνεχίσετε</tspan> αυτό το μονοπάτι (σχεδιάζοντας από μία από τις άγκυρες) ή να το <tspan style="font-style:italic">κλείσετε</tspan> (σχεδιάζοντας από τη μία άγκυρα στην άλλη) αντί για δημιουργία νέου μονοπατιού.</text><rect id="idm107" x="20" y="1023.4" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm107)">΅Επεξεργασία μονοπατιών</text><rect id="idm108" x="20" y="1036.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm108)">Αντίθετα με τα σχήματα που δημιουργήθηκαν από εργαλεία σχημάτων, τα εργαλεία πένας και μολυβιού δημιουργούν αυτό που λέγεται <tspan style="font-style:italic">μονοπάτια</tspan>. Ένα μονοπάτι είναι μια σειρά τμημάτων ευθειών γραμμών και/ή καμπυλών Bezier που, όπως κάθε άλλο αντικείμενο Inkscape, μπορεί να έχει ελεύθερο γέμισμα και ιδιότητες πινελιάς. Αλλά αντίθετα με ένα σχήμα, ένα μονοπάτι μπορεί να επεξεργαστεί σύροντας ελεύθερα οποιοδήποτε κόμβο του (όχι μόνο τις προκαθορισμένες λαβές) ή σύροντας άμεσα ένα τμήμα του μονοπατιού. Επιλέξτε αυτό το μονοπάτι και μεταβείτε στο εργαλείο κόμβων (<tspan style="font-weight:bold">F2</tspan>):</text><path transform="translate(20 1125.6)" d="m61.132 24.797c13.131-7.5023 29.978-20.055 44.278-15.242 11.145 3.7517 27.099 30.288 1.036 38.409 9.957 6.4533 24.035 1.2934 35.265-3.8125 23.27-10.38 33.246-27.439 66.295-28.884 12.583-0.7092 32.579 5.1682 30.26 17.36-1.719 9.0359-19.987 6.9789-28.851 3.3501-25.216-10.945-12.659-30.41-33.272-34.604-9.5239-2.142-21.256 1.3591-27.361 13.496" style="fill:none;stroke-width:1.2529pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cscsscsss"/><rect id="idm115" x="20" y="1189.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm115)">You will see a number of gray square <tspan style="font-style:italic">nodes</tspan> on the path. These nodes can be <tspan style="font-style:italic">selected</tspan> by <tspan style="font-weight:bold">click</tspan>, <tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">click</tspan>, or by <tspan style="font-weight:bold">drag</tspan>ging a rubberband - exactly like objects are selected by the Selector tool. You can also click a path segment to automatically select the adjacent nodes. Selected nodes become highlighted and show their <tspan style="font-style:italic">node handles</tspan> - one or two small circles connected to each selected node by straight lines. The <tspan style="font-weight:bold">!</tspan> key inverts node selection in the current subpath(s) (i.e. subpaths with at least one selected node); <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">!</tspan> inverts in the entire path.</text><rect id="idm128" x="20" y="1270.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm128)">Τα μονοπάτια επεξεργάζονται με <tspan style="font-weight:bold">σύρσιμο</tspan> των κόμβων τους, των λαβών κόμβων ή άμεσα σύροντας ένα τμήμα μονοπατιού. (Δοκιμάστε να σύρετε μερικούς κόμβους, λαβές και τμήματα μονοπατιού του πιο πάνω μονοπατιού.) Το <tspan style="font-weight:bold">Ctrl</tspan> δουλεύει ως συνήθως περιορίζοντας την κίνηση και την περιστροφή. Τα πλήκτρα <tspan style="font-weight:bold">βέλους</tspan>, τα πλήκτρα <tspan style="font-weight:bold">Tab</tspan>, <tspan style="font-weight:bold">[</tspan>, <tspan style="font-weight:bold">]</tspan>, <tspan style="font-weight:bold"><</tspan>, <tspan style="font-weight:bold">></tspan> με τους τροποποιητές τους όλα δουλεύουν ακριβώς όπως και στον επιλογέα, αλλά εφαρμόζονται σε κόμβους αντί για αντικείμενα. Μπορείτε να προσθέσετε κόμβους οπουδήποτε σε ένα μονοπάτι είτε διπλοπατώντας ή με <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">πάτημα</tspan> στην επιθυμητή θέση.</text><rect id="idm141" x="20" y="1363" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm141)">Μπορείτε να διαγράψετε κόμβους με <tspan style="font-weight:bold">Del</tspan> ή <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">πάτημα</tspan>. Όταν διαγράφετε κόμβους γίνεται προσπάθεια διατήρησης του σχήματος του μονοπατιού, εάν επιθυμείτε οι λαβές των γειτονικών κόμβων να ανακληθούν (να μην διατηρήσουν το σχήμα) μπορείτε να διαγράψετε με <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Del</tspan>. Επιπλέον, μπορείτε να διπλασιάσετε (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">D</tspan>) τους επιλεγμένους κόμβους. Το μονοπάτι μπορεί να σπάσει (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">B</tspan>) στους επιλεγμένους κόμβους, ή εάν επιλέξετε δύο τελικούς κόμβους σε ένα μονοπάτι, μπορείτε να τους ενώσετε (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">J</tspan>).</text><rect id="idm159" x="20" y="1434" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm159)">Ένας κόμβος μπορεί να γίνει <tspan style="font-style:italic">απότομος</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">C</tspan>), που σημαίνει ότι οι δυο του λαβές μπορούν να μετακινηθούν ανεξάρτητα σε κάθε γωνία μεταξύ τους, <tspan style="font-style:italic">ομαλός</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">S</tspan>), που σημαίνει ότι οι λαβές του είναι πάντοτε στην ίδια ευθεία γραμμή (συγγραμμικές) και <tspan style="font-style:italic">συμμετρικός</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Y</tspan>), που είναι το ίδιο όπως ο ομαλός, αλλά οι λαβές έχουν επίσης το ίδιο μήκος, καθώς και <tspan style="font-style:italic">αυτόματη εξομάλυνση</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">A</tspan>), ένας ειδικός κόμβος που ρυθμίζει αυτόματα τις λαβές του κόμβου και περιβάλλει τους κόμβους αυτόματης εξομάλυνσης για να διατηρήσει μια ομαλή καμπύλη. Όταν εναλλάσσετε τον τύπο του κόμβου, μπορείτε να διατηρήσετε τη θέση μιας από τις δύο λαβές αιωρώντας το <tspan style="font-weight:bold">ποντίκι</tspan> σας από πάνω του, έτσι που μόνο η άλλη λαβή να περιστρέφεται/κλιμακώνεται για να ταιριάξει.</text><rect id="idm177" x="20" y="1536.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm177)">Επίσης, μπορείτε να <tspan style="font-style:italic">ανακαλέσετε</tspan> μια λαβή κόμβου μαζί με το <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">πάτημα</tspan> σ' αυτήν. Εάν δύο γειτονικοί κόμβοι έχουν τις λαβές τους ανακαλεσμένες, το τμήμα μονοπατιού μεταξύ τους είναι μια ευθεία γραμμή. Για απόσπαση των ανακαλεσμένων κόμβων, <tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">σύρσιμο</tspan> μακριά από τον κόμβο.</text><rect id="idm186" x="20" y="1591.7" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm186)">Υπομονοπάτια και συνδυασμός</text><rect id="idm187" x="20" y="1604.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm187)">Ένα αντικείμενο μονοπατιού μπορεί να περιέχει περισσότερα από ένα <tspan style="font-style:italic">υπομονοπάτια</tspan>. Ένα υπομονοπάτι είναι μια σειρά κόμβων συνδεμένων μεταξύ τους. (Συνεπώς, εάν ένα μονοπάτι έχει περισσότερα από ένα υπομονοπάτια, δεν συνδέονται όλοι οι κόμβοι του.) Κάτω αριστερά, τρία υπομονοπάτια ανήκουν σε ένα μονό σύνθετο μονοπάτι. Τα ίδια τρία υπομονοπάτια στα δεξιά είναι ανεξάρτητα αντικείμενα μονοπατιού:</text><path transform="translate(20 1672.1)" d="m92.706 6.445c-6.51-7.5367-18.171-7.0049-26.384-2.6524-5.7006 3.0209-11.538 6.5132-15.338 11.723-5.1988 7.1283-0.61272 18.406 8.263 21.306 6.6534 1.8189 14.244-3.4636 8.9076-12.673m4.9249-10.671c6.417-6.6213 17.628-1.3468 20.29 6.4263 2.2626 6.6075 2.766 14.498 9.1421 18.923 6.4116 4.4501 17.112 5.3114 21.246-2.2553 3.5305-6.4613-3.156-14.74-10.265-12.459m-56.928 26.977c7.0405 4.8966 14.771-1.7301 19.71-6.7631 5.2389-5.3392 13.278-1.1573 16.921 4.3694 3.321 5.0383 11.7 8.3208 15.913 2.3237" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 1672.1)" d="m219.19 6.7994c-6.51-7.5367-18.171-7.0049-26.384-2.6524-5.7006 3.0209-11.538 6.5132-15.338 11.723-5.1988 7.1283-0.61273 18.406 8.263 21.306 6.6534 1.8189 14.244-3.4636 8.9076-12.673" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cssss"/><path transform="translate(20 1672.1)" d="m199.57 13.832c6.417-6.6213 17.628-1.3468 20.29 6.4263 2.2626 6.6075 2.766 14.498 9.1421 18.923 6.4116 4.4501 17.112 5.3114 21.246-2.2553 3.5305-6.4613-3.156-14.74-10.265-12.459" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="cssss"/><path transform="translate(20 1672.1)" d="m183.05 51.444c7.0405 4.8966 14.771-1.7301 19.71-6.7631 5.2389-5.3392 13.278-1.1573 16.921 4.3694 3.321 5.0383 11.7 8.3208 15.913 2.3237" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="csss"/><rect id="idm193" x="20" y="1739.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm193)">Σημειώστε ότι ένα σύνθετο μονοπάτι δεν είναι το ίδιο όπως μια ομάδα. Είναι ένα απλό αντικείμενο που είναι επιλέξιμο ως σύνολο. Εάν επιλέξετε το πάνω αριστερό αντικείμενο και εναλλάξετε το εργαλείο κόμβου, θα δείτε κόμβους να εμφανίζονται και στα τρία υπομονοπάτια. Στα δεξιά, μπορείτε να επεξεργαστείτε κόμβο μόνο ενός μονοπατιού τη φορά.</text><rect id="idm194" x="20" y="1788.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm194)">Το Inkscape μπορεί να <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">συνδυάσει</tspan> μονοπάτια σε ένα σύνθετο μονοπάτι (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">K</tspan>) και να <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">διασπάσει</tspan> ένα σύνθετο μονοπάτι σε ξεχωριστά μονοπάτια (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">K</tspan>). Δοκιμάστε αυτές τις εντολές στα πιο πάνω παραδείγματα. Αφού ένα αντικείμενο μπορεί να έχει μόνο ένα γέμισμα και πινελιά, ένα νέο σύνθετο μονοπάτι παίρνει την τεχνοτροπία του πρώτου (χαμηλότατου στη διάταξη-z) αντικειμένου που συνδυάζεται.</text><rect id="idm204" x="20" y="1849.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm204)">Όταν συνδυάζετε επικαλυπτόμενα μονοπάτια με γέμισμα, συνήθως το γέμισμα θα εξαφανιστεί στις περιοχές όπου τα μονοπάτια επικαλύπτονται:</text><path transform="translate(20 1885.2)" d="m162.87 61.987-26.122-11.321-3.8622 19.966-7.4357-27.481-18.018 9.4287 16.85-22.948-18.606-8.2081 28.447-1.1341-5.183-19.664 18.623 21.533 12.142-16.312-5.2243 27.986 20.324-0.6774-25.138 13.364zm29.812-9.4287c-4.7662 12.495-21.785 17.62-37.987 11.44s-25.485-21.338-20.718-33.833c4.7663-12.496 21.785-17.62 37.987-11.44s25.485 21.337 20.718 33.833z" style="fill-opacity:.75;fill-rule:evenodd;fill:#07ba88;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm209" x="20" y="1967.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm209)">Αυτός είναι ο πιο εύκολος τρόπος για δημιουργία αντικειμένων με τρύπες σε αυτά. Για περισσότερο ισχυρές εντολές μονοπατιού, δείτε “πράξεις Boole” πιο κάτω.</text><rect id="idm211" x="20" y="2001.2" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm211)">Μετατροπή σε μονοπάτι</text><rect id="idm212" x="20" y="2013.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm212)">Any shape or text object can be <tspan style="font-style:italic">converted to path</tspan> (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">C</tspan>). This operation does not change the appearance of the object but removes all capabilities specific to its type (e.g. you can't round the corners of a rectangle or edit the text anymore); instead, you can now edit its nodes. Here are two stars - the left one is kept a shape and the right one is converted to path. Switch to node tool and compare their editability when selected:</text><polygon transform="translate(69.934 -1733.1)" d="m 48.608655,3873.8302 -10.588534,-19.6519 -16.322272,20.7376 8.762624,-20.5312 -26.390037,0.1684 21.515348,-5.9501 -16.5855664,-20.5276 18.0665754,13.1115 5.708175,-25.7658 1.013303,22.2999 23.703543,-11.6019 -16.803007,14.696 23.849661,11.2985 -21.96631,-3.9743 z" points="48.609 3873.8 38.02 3854.2 21.698 3874.9 30.46 3854.4 4.0704 3854.6 25.586 3848.6 9.0002 3828.1 27.067 3841.2 32.775 3815.4 33.788 3837.7 57.492 3826.1 40.689 3840.8 64.538 3852.1 42.572 3848.1" style="fill-opacity:.75;fill-rule:evenodd;fill:#ff0;stroke-width:1pt;stroke:#000" inkscape:flatsided="false" inkscape:randomized="0" inkscape:rounded="0" sodipodi:arg1="1.0816765" sodipodi:arg2="1.0947087" sodipodi:cx="34.026058" sodipodi:cy="3846.4326" sodipodi:r1="31.036766" sodipodi:r2="8.7148495" sodipodi:sides="7" sodipodi:type="star"/><path transform="translate(20 2081.7)" d="m217.4 59.034-10.589-19.652-16.322 20.738 8.7626-20.531-26.39 0.1684 21.515-5.9501-16.586-20.528 18.067 13.112 5.7082-25.766 1.0133 22.3 23.704-11.602-16.803 14.696 23.85 11.298-21.966-3.9743z" style="fill-opacity:.75;fill-rule:evenodd;fill:#ff0;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm222" x="20" y="2153.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm222)">Επιπλέον, μπορείτε να μετατρέψετε σε μονοπάτι (“περίγραμμα”) την <tspan style="font-style:italic">πινελιά</tspan> οποιουδήποτε αντικειμένου. Πιο κάτω, το πρώτο αντικείμενο είναι το αρχικό μονοπάτι (χωρίς γέμισμα, μαύρη πινελιά), ενώ το δεύτερο είναι το αποτέλεσμα της εντολής <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Πινελιά σε μονοπάτι</tspan> (μαύρο γέμισμα, χωρίς πινελιά):</text><path transform="translate(20 2211.1)" d="m47.663 34.708c10.658-12.173 21.176-24.395 36.677-28.281 9.2924-2.3296 11.787 2.3947 4.8609 10.164-5.1644 5.7927-10.411 10.152-12.815 16.792-2.9726 8.2119 2.8857 9.4864 11.489 7.9541 8.4682-1.5081 14.084-8.5052 19.885-15.466 4.2144-5.0566 8.7741-5.2626 10.606-0.8838 7.1048 15.93 20.13 0.9771 22.095-0.4419" style="fill:none;stroke-width:9;stroke:#000" inkscape:connector-curvature="0" sodipodi:nodetypes="csssssss"/><path transform="translate(20 2211.1)" d="m199.68 0.0677c-1.2373 0.1038-2.5164 0.3156-3.875 0.6562-8.5973 2.1554-15.755 6.6404-22 12s-11.648 11.611-16.969 17.688l6.75 5.9375c5.3376-6.0961 10.509-12.046 16.062-16.812 5.5537-4.7663 11.439-8.3316 18.344-10.062 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height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm230)">Πράξεις Boole</text><rect id="idm231" x="20" y="2287.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm231)">Οι εντολές στο μενού <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Μονοπάτι</tspan> σας επιτρέπουν να συνδυάσετε δύο ή περισσότερα αντικείμενα χρησιμοποιώντας τις <tspan style="font-style:italic">πράξεις Μπουλ</tspan>:</text><text transform="translate(20 2323.9)" x="150.05299" y="4.2369075" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="150.05299" y="4.2369075" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Αρχικά σχήματα</tspan></text><text transform="translate(20 2323.9)" x="87.519615" y="75.103027" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="87.519615" y="75.103027" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Ένωση</tspan><tspan x="87.519615" y="81.236847" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(Ctrl++)</tspan></text><text transform="translate(20 2323.9)" x="149.67059" y="75.103027" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="149.67059" y="75.103027" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Διαφορά (Ctrl+-)</tspan><tspan x="149.67059" y="81.236847" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(πυθμένας μείον κορυφή)</tspan></text><text transform="translate(20 2323.9)" x="220.44482" y="75.103027" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="220.44482" y="75.103027" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Τομή</tspan><tspan x="220.44482" y="81.236847" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(Ctrl+*)</tspan></text><text transform="translate(20 2323.9)" x="85.409157" y="149.98067" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="85.409157" y="149.98067" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Αποκλεισμός</tspan><tspan x="85.409157" y="156.11449" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(Ctrl+^)</tspan></text><text transform="translate(20 2323.9)" x="148.76306" y="149.98067" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="148.76306" y="149.98067" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Διαίρεση</tspan><tspan x="148.76306" y="156.11449" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(Ctrl+/)</tspan></text><text transform="translate(20 2323.9)" x="214.10063" y="149.98067" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="214.10063" y="149.98067" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Αποκοπή μονοπατιού</tspan><tspan x="214.10063" y="156.11449" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">(Ctrl+Alt+/)</tspan></text><rect transform="translate(20 2323.9)" x="130.69" y="12.863" width="37.561" height="27.398" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000"/><ellipse transform="translate(20 2323.9)" cx="158.75" cy="41.368" rx="15.245" ry="15.687" style="fill-opacity:.75;fill-rule:evenodd;fill:#f00;stroke-width:1pt;stroke:#000"/><path transform="translate(20 2323.9)" d="m66.919 90.828v27.375h12.938c-0.02672 0.3793-0.125 0.7387-0.125 1.125 0 8.6594 6.8345 15.688 15.25 15.688 8.4155 0 15.25-7.0281 15.25-15.688 0-4.9389-2.2794-9.3113-5.75-12.188v-16.312z" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path 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transform="translate(20 2323.9)" d="m130.71 165.74v27.375h12.938c0.0481-0.6835 0.0568-1.3746 0.1875-2.0312 0.20319-1.0209 0.4891-2.0304 0.875-2.9688 0.3859-0.9383 0.85813-1.8216 1.4062-2.6562s1.1851-1.6027 1.875-2.3125c0.68985-0.7098 1.4389-1.3735 2.25-1.9375 0.8111-0.564 1.6819-1.0404 2.5938-1.4375s1.8516-0.6972 2.8438-0.9063c0.99214-0.209 2.0106-0.3124 3.0625-0.3124 1.0519 0 2.1016 0.1034 3.0938 0.3124 0.99214 0.2091 1.9319 0.5092 2.8438 0.9063s1.7826 0.8735 2.5938 1.4375c0.35093 0.244 0.63943 0.5713 0.96875 0.8438v-16.313z" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 2323.9)" d="m168.24 182.05c-0.32932-0.2725-0.61782-0.5998-0.96875-0.8438-0.81111-0.564-1.6819-1.0404-2.5938-1.4375s-1.8516-0.6972-2.8438-0.9063c-0.99215-0.209-2.0418-0.3124-3.0938-0.3124-1.0519 0-2.0704 0.1034-3.0625 0.3124-0.99215 0.2091-1.9319 0.5092-2.8438 0.9063s-1.7826 0.8735-2.5938 1.4375c-0.81111 0.564-1.5602 1.2277-2.25 1.9375-0.68986 0.7098-1.3269 1.4779-1.875 2.3125s-1.0204 1.7179-1.4062 2.6562c-0.3859 0.9384-0.67181 1.9479-0.875 2.9688-0.13068 0.6566-0.13936 1.3477-0.1875 2.0312h24.594z" style="fill-opacity:.75;fill-rule:evenodd;fill:#00f;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 2323.9)" d="m208.47 194.75h24.624v-11.09" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 2323.9)" d="m232.03 182.24v-16.307h-37.561v27.398h12.937" style="fill:none;stroke-width:1pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm238" x="20" y="2546.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm238)">Οι συντομεύσεις πληκτρολογίου για αυτές τις εντολές αναφέρονται στους αριθμητικούς ανάλογους των πράξεων Μπουλ (ένωση είναι πρόσθεση, διαφορά είναι αφαίρεση, κλπ.). Οι εντολές <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Διαφορά</tspan> και <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Αποκλεισμός</tspan> μπορούν να εφαρμοστούν μόνο σε δύο επιλεγμένα αντικείμενα. Άλλες πράξεις μπορούν να επεξεργαστούν οποιοδήποτε αριθμό αντικειμένων μονομιάς. Το αποτέλεσμα πάντοτε δέχεται την τεχνοτροπία του κάτω αντικειμένου.</text><rect id="idm241" x="20" y="2606.8" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm241)">Το αποτέλεσμα της εντολής <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Αποκλεισμός</tspan> φαίνεται παρόμοιο με τον <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Συνδυασμό</tspan> (δείτε πιο πάνω), αλλά διαφέρει στο ότι ο <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Αποκλεισμός</tspan> προσθέτει επιπλέον κόμβους, όπου τα αρχικά μονοπάτια τέμνονται. Η διαφορά μεταξύ <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Διαίρεσης</tspan> και <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Κατακερματισμός μονοπατιού</tspan> είναι ότι το πρώτο αποκόπτει το συνολικό κάτω αντικείμενο από το μονοπάτι του άνω αντικειμένου, ενώ το δεύτερο αποκόπτει μόνο την πινελιά του κάτω αντικειμένου και αφαιρεί κάθε γέμισμα (αυτό είναι βολικό για αποκοπή πινελιών χωρίς γέμισμα σε κομμάτια).</text><rect id="idm248" x="20" y="2683.3" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm248)">Συρρίκνωση και επέκταση</text><rect id="idm249" x="20" y="2695.9" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm249)">Το Inkscape μπορεί να επεκτείνει και να συρρικνώσει σχήματα όχι μόνο κλιμακώνοντας, αλλά επίσης με <tspan style="font-style:italic">μετατόπιση</tspan> του μονοπατιού ενός αντικειμένου, δηλαδή μετατοπίζοντάς το κάθετα στο μονοπάτι σε κάθε σημείο. Οι αντίστοιχες εντολές καλούνται <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Συρρίκνωση</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">(</tspan>) και <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επέκταση</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">)</tspan>). Το εμφανιζόμενο πιο κάτω είναι το αρχικό μονοπάτι (κόκκινο) και ένας αριθμός μονοπατιών συρρίκνωσης και επέκτασης από αυτό το αρχικό:</text><path transform="translate(20 2764.1)" d="m116.32 90.263c-16.593-6.2126-24.466-26.139-22.245-43.098 1.0744-8.2045 2.8895-17.007 6.8208-23.668 2.3174-3.9267 0.0629 6.3871-0.15929 8.3469-0.91169 8.0423-0.66462 17.609 6.2279 23.314 3.4417 2.8487 8.3216 3.3459 6.8865-2.8132-2.1819-9.3644 10.903-16.851 20.11-13.935 7.1073 2.2509 12.728 9.4197 10.968 16.949-1.9067 8.1575-11.609 4.7505-13.16-2.7849-1.5341-7.452-10.93 1.6922-9.8554 7.2857 1.4757 7.6817 9.5717 9.5136 16.01 10.234 7.9762 0.892 18.699-2.9107 19.601-11.738 0.7287-7.1304 3.8134-14.344 11.819-15.244 9.3783-1.0545 19.572-0.8772 33.297-0.1784-15.926 0-23.984 10.502-28.311 19.012-4.0019 7.8719-13.273 12.644-21.559 13.805-10.357 1.4509-24.134-0.7852-30.181-0.7852 0 10.717 9.0837 15.683 16.616 15.405 6.9546-0.2568 11.568-8.6819 18.445-11.49 8.5192-3.4786 18.514-3.2501 26.134 2.2007 6.039 4.3193 12.03 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7.1071-28.43-0.3946-2.9717-3.595 0.097-9.54 4.1172-10.512 0.97348 6.9627 10.4 14.117 16 7.4063 7.6403-12.419-8.4226-27.667-21.085-22.691-8.1936 1.7471-14.36 9.9352-12.196 18.285-9.1218-1.8444-10.219-14.06-9.3163-21.897-0.37932-4.2875 3.9777-10.872-1.4649-13.103-0.20957 0.2592-1.0012 1.2384-1.1875 1.4688z" style="fill:none;stroke-width:.175;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 2764.1)" d="m100.67 15.711c-5.3526 2.7225-6.7668 10.347-9.2507 15.553-7.1213 20.678-3.8843 47.792 15.681 60.581 8.9049 7.0478 22.798 6.8743 28.038 18.397 2.06 6.3998 4.0922 12.406 7.2942 3.1594 2.6927-4.7914 3.3468-13.579 11.018-11.753 11.521 2.4269 20.788 15.648 33.522 10.868 12.265-3.2141 16.175-19.86 7.7314-28.903-4.8084-6.463-12.316-11.053-20.285-12.277 7.4577-8.2699 12.175-21.683 25.232-22.073 4.6717-0.4744 9.6944-2.1459 11.706-6.8023-6.6042-8.8109-18.346-4.8602-27.625-5.9566-10.391 0.0672-24.542-0.3382-29.275 11.105-2.2007 4.6227-2.0086 10.542-6.0382 14.133 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12.487 23.862 4.9891 7.3164-7.2849-1.5032-17.85-8.7477-21.066-11.117-5.697-24.487-0.993-32.373 7.9532-9.0445 6.3674-23.914 1.3981-26-9.6875-0.0135-6.3089 7.2159-7.4949 11.994-5.9339 14.442 1.7126 32.622 0.347 40.147-14.168 3.7002-5.8961 8.3419-11.596 14.516-14.992-8.5013 0.477-19.009-1.6596-25.5 5.0313-3.0589 8.1983-4.742 19.917-15.313 21.557-9.7947 3.0192-23.684 0.0034-26.968-10.776-0.93127-7.3476 5.8757-11.959 11.844-14.375-0.0215 4.9617 3.8862 14.357 10 10.812 4.9242-11.553-11.492-21.628-20.906-14.594-6.3962 3.8926-6.2125 12.384-3.9375 18.625-10.62-0.8239-19.234-10.23-18.501-20.963-0.57914-2.052 0.50275-7.6223-0.93634-1.7874z" style="fill:none;stroke-width:.175;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 2764.1)" d="m125.82 44.211c-10.253 7.0883-1.6599 2.4297 0 0zm10.531 4.5312c4.8517 10.668 0.92478-3.9624 0 0zm39.312-0.0625c-5.9943-0.4187-11.652 3.6412-12.046 9.7775 0.0298 2.4492-6.3154 10.556-1.9857 7.4725 6.8221-4.1288 9.6826-11.849 15.125-17.312-0.33279 0.019-1.062 0.0607-1.0938 0.0625zm-75.406 8.5938c1.3678 11.282 7.6652 22.743 18.469 27.344-2.9767-4.8662-0.6692-11.372 3.5938-14.094-2.9137-5.5236-8.4844-6.4922-13.906-8.0938-2.5857 0.0742-8.3962-7.927-8.1562-5.1562zm64 26.031c-2.7667 0.7464-13.161 5.4731-9.3636 6.3856 10.872 0.475 17.916 12.25 28.989 11.021 7.1396-4.9862-0.84244-14.642-7.1332-16.048-3.8781-1.725-8.3266-1.9523-12.492-1.3579z" style="fill:none;stroke-width:.175;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm263" x="20" y="2909.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm263)">Οι απλές εντολές <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Συρρίκνωση</tspan> και <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Επέκταση</tspan> παράγουν μονοπάτια (μετατρέποντας το αρχικό αντικείμενο σε μονοπάτι εάν δεν είναι ήδη μονοπάτι). Συχνά πιο βολική είναι η <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Δυναμική μετατόπιση</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">J</tspan>), που δημιουργεί ένα αντικείμενο με συρόμενη λαβή (παρόμοια με τη λαβή σχήματος) που ελέγχει την απόσταση μετατόπισης. Επιλέξτε το αντικείμενο πιο κάτω, εναλλαγή σε εργαλείο κόμβων και σύρσιμο της λαβής του για να πάρετε μια ιδέα:</text><path transform="translate(20 2988.6)" d="m106.27 0.45441c-0.10112 0.1152-0.14628 0.129-0.29492 0.3809-3.8807 6.5756-5.69 15.322-6.7617 23.506-2.2001 16.8 5.6253 36.574 21.996 42.703 7.9689 2.8582 13.099 5.0208 16.59 7.3613 3.1146 2.0883 4.8809 4.3803 6.1445 7.3164 0.83628-3.3298 2.1612-5.698 4.1113-7.1973 2.1712-1.6691 5.0309-2.3008 8.6074-2.3183 8.1602-0.04 14.631 4.8099 20.459 9.205 3.1146 2.349 7.2519 3.2345 11.002 2.6153 3.7501-0.6193 7.0928-2.7204 8.7109-6.336 1.6276-3.6366 1.0018-7.3141-0.78906-10.666s-4.7581-6.3445-7.7363-8.4746c-7.492-5.3587-17.331-5.609-25.744-2.1738-3.339 1.3634-6.1945 4.1375-9.0957 6.6406-2.9012 2.5031-5.8756 4.7546-9.5098 4.8887-3.8591 0.1425-8.0918-1.0526-11.383-3.666-3.291-2.6135-5.6211-6.6662-5.6211-12.137a0.39691 0.39691 0 0 1 0.39648-0.3964c3.0726 0 8.0122 0.5596 13.49 0.9355 5.478 0.376 11.484 0.5678 16.611-0.1504 8.1781-1.1457 17.345-5.8907 21.264-13.6 3.7815-7.4384 10.474-16.43 22.701-18.678-10.736-0.4389-19.366-0.4494-27.271 0.4394-3.8911 0.4375-6.5398 2.3824-8.3496 5.1133s-2.7533 6.2608-3.1133 9.7832c-0.46666 4.5663-3.4945 7.8367-7.373 9.8164-3.8785 1.9797-8.6221 2.711-12.691 2.2559-3.2374-0.362-6.9091-0.9975-9.9941-2.5391-3.085-1.5416-5.5895-4.0329-6.3516-8-0.29262-1.5232 0.12629-3.2173 0.9043-4.7988s1.9241-3.0553 3.1719-4.125 2.6009-1.764 3.8594-1.6465c0.62923 0.059 1.2247 0.3446 1.6875 0.8652 0.4628 0.5207 0.79856 1.2598 1 2.2383 0.74509 3.6194 3.4674 6.2523 6.1602 6.9883 1.3464 0.368 2.6674 0.2684 3.7637-0.377 1.0962-0.6453 1.9987-1.8478 2.457-3.8085 1.7046-7.293-3.7374-14.304-10.67-16.5-4.459-1.4122-9.9397-0.3002-14 2.3183s-6.665 6.662-5.6191 11.15c0.36975 1.5869 0.35132 2.788-2e-3 3.6758-0.35328 0.8877-1.076 1.4223-1.916 1.5879-1.68 0.3311-3.8147-0.579-5.5977-2.0547-7.0565-5.8407-7.3072-15.578-6.3906-23.664 0.10448-0.9216 0.59178-3.3392 0.91601-5.4863 0.16212-1.0735 0.28212-2.0765 0.29297-2.7344 2e-3 -0.1312-0.0143-0.158-0.0215-0.2578z" style="fill:none;stroke-width:.675;stroke:#ff0100" inkscape:connector-curvature="0"/><rect id="idm274" x="20" y="3085.1" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm274)">Τέτοιο <tspan style="font-style:italic">αντικείμενο δυναμικής μετατόπισης</tspan> θυμίζει το αρχικό μονοπάτι, έτσι δεν “υποβαθμίζει”, όταν αλλάζετε την απόσταση μετατόπισης ξανά και ξανά. Όταν δεν χρειάζεται να είναι ρυθμίσιμο πια, μπορείτε πάντοτε να μετατρέψετε ένα αντικείμενο μετατόπισης σε μονοπάτι.</text><rect id="idm276" x="20" y="3134.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm276)">Ακόμα πιο βολική είναι μια <tspan style="font-style:italic">Συνδεδεμένη μετατόπιση</tspan>, που είναι παρόμοια με τη δυναμική ποικιλία, αλλά είναι συνδεμένη με ένα άλλο μονοπάτι που παραμένει επεξεργάσιμο. Μπορείτε να έχετε οποιοδήποτε αριθμό συνδεμένων μετατοπίσεων για ένα πηγαίο μονοπάτι. Παρακάτω, το πηγαίο μονοπάτι είναι κόκκινο, μια συνδεμένη μετατόπιση σε αυτό έχει μαύρη πινελιά χωρίς γέμισμα και η άλλη μαύρο γέμισμα χωρίς πινελιά.</text><rect id="idm278" x="20" y="3194.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm278)">Select the red object and node-edit it; watch how both linked offsets respond. Now select any of the offsets and drag its handle to adjust the offset radius. Finally, notehow you can move or transform the offset objects independently without losing their connection with the source. </text><g transform="translate(-7.681 3240.9)"><path id="advanced-f11.svgpath1987" d="m113.67 73.853c-16.593-6.2126-28.727-20.624-26.506-37.584 1.0744-8.2045 7.151-22.522 11.082-29.183 2.3174-3.9267 0.06287 6.3871-0.15929 8.3469-0.91169 8.0423-0.66462 17.609 6.2279 23.314 3.4417 2.8487 8.3216 3.3459 6.8865-2.8132-2.1819-9.3644 10.903-16.851 20.11-13.935 7.1073 2.2509 12.728 9.4197 10.968 16.949-1.9067 8.1575-11.609 4.7505-13.16-2.7849-1.5341-7.452-10.93 1.6922-9.8554 7.2857 1.4757 7.6817 9.5717 9.5136 16.01 10.234 7.9762 0.892 18.699-2.9107 19.601-11.738 0.7287-7.1304 3.8134-14.344 11.819-15.244 9.3783-1.0545 19.572-0.8772 33.297-0.1784-15.926 0-23.984 10.502-28.311 19.012-4.0019 7.8719-13.273 12.644-21.559 13.805-10.357 1.4509-24.134-0.7852-30.181-0.7852 0 10.717 9.0837 15.683 16.616 15.405 6.9546-0.2568 11.568-8.6819 18.445-11.49 8.5192-3.4786 18.514-3.2501 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style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm284)">Απλοποίηση</text><rect id="idm285" x="20" y="3367.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm285)">Η κύρια χρήση της εντολής <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Απλοποίηση</tspan> (<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">L</tspan>) μειώνει τον αριθμό των κόμβων στο μονοπάτι, ενώ <tspan style="font-style:italic">σχεδόν</tspan> διατηρεί το σχήμα του. Αυτό μπορεί να είναι χρήσιμο για μονοπάτια που δημιουργήθηκαν με το εργαλείο μολυβιού, αφού αυτό το εργαλείο μερικές φορές δημιουργεί περισσότερους κόμβους από τους αναγκαίους. Πιο κάτω, το αριστερό σχήμα είναι όπως δημιουργήθηκε με το εργαλείο ελεύθερου χεριού και το δεξί είναι ένα αντίγραφο που απλοποιήθηκε. Το αρχικό μονοπάτι έχει 28 κόμβους, ενώ το απλοποιημένο έχει 17 (που σημαίνει πολύ πιο εύκολη δουλειά με το εργαλείο κόμβων) και είναι πιο ομαλό.</text><path transform="translate(20 3457.1)" d="m67.897 41.902c-0.16654-1.3656-0.72364-7.8714-1.13-10.17 0.13455-2.9025-0.09193-6.623-0.37665-9.793-0.74347-4.0763-0.18739-7.7427 0-12.053 2.0612-4.2646 3.993-6.8304 6.7798-9.4163 4.6922 1.1534 5.8937 2.56 6.7798 7.1564 1.0873 3.7603 0.98858 7.7004 0.75331 12.053 0 4.0016-0.0053 5.616 2.2599 8.6631 5.424 0.4687 6.2942-0.011 8.2864-4.8966 1.9055-3.3123 2.5521-6.9294 3.7665-10.546 3.1668-2.2695 5.8839-3.094 9.4163-4.5198 4.767-1.225 7.699-0.0601 10.923 2.2599 1.736 4.9146 2.8524 8.223 0.37665 12.43-1.7277 2.3249-4.1847 4.0172-7.1564 5.6498-2.2199 1.4059-5.2043 2.9242-7.5331 4.5198-3.6775 0.4819-3.8613 3.5006-2.2599 6.4031 2.5469 1.4512 5.7288 0.5687 7.5331-1.8832 3.4855-1.6744 4.9982-3.1988 9.4163-3.3899 3.8053 0.5469 6.0402 1.173 8.2864 3.0133 2.3986 3.4645 3.2622 5.6753 4.1432 8.6629-1.8069 2.5195-2.944 3.8679-5.6498 5.6498-3.431 0-6.863 0.0343-10.17-0.3766-3.0962-0.3198-5.738-1.1251-8.663-1.5066-4.1553 0-8.0759 0.2078-12.053 0.7533-2.6627 0.0563-3.6157 0.3446-6.4031 0.3766-2.3716 0.1552-4.7144 0.5206-6.0265 0.7533-2.9372-0.0253-5.5423-0.5306-5.6498-0.7533-2.1192 0.0433-3.8993 0.0578-4.1432 0.3767" style="fill:none;stroke-width:.75128pt;stroke:#000" inkscape:connector-curvature="0"/><path transform="translate(20 3457.1)" d="m174.38 41.902c-0.87182-10.336-2.3797-20.745-1.3851-31.119 0.98583-3.9091 3.0172-8.0874 6.9661-9.6972 4.6871-0.4192 6.7583 4.9465 7.1422 8.7906 0.72905 5.62-0.93401 11.529 1.2794 16.937 2.7348 3.4226 8.2837 1.0433 9.5588-2.5881 1.709-4.4388 1.8405-10.153 6.203-13.01 4.7286-2.6661 11.107-4.9245 16.057-1.5362 5.7957 4.6363 3.8145 14.882-2.8275 17.711-4.0297 2.8587-9.1072 4.2674-12.62 7.7871-1.8217 4.4839 5.5913 7.2763 7.7162 3.1412 4.2577-3.7219 10.892-5.473 15.921-2.2173 3.932 2.2476 7.1114 7.4635 4.8426 11.89-2.5558 4.1052-8.09 4.2833-12.365 3.5308-6.4891-1.0027-13.049-2.3289-19.634-1.397-7.7471 0.632-15.57 2.1598-23.332 0.8446-0.6842 0.0094-1.3732 0.1076-2.0162 0.349" style="fill:none;stroke-width:.75128pt;stroke:#000" inkscape:connector-curvature="0"/><rect id="idm295" x="20" y="3521.6" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm295)">Ο βαθμός απλοποίησης (αποκαλούμενος <tspan style="font-style:italic">όριο (κατώφλι)</tspan>) εξαρτάται από το μέγεθος της επιλογής. Συνεπώς, εάν επιλέξετε ένα μονοπάτι μαζί με μερικά μεγαλύτερα αντικείμενα, θα απλοποιηθεί πιο επιθετικά παρά εάν επιλέξετε αυτό το μονοπάτι μόνο του. Επιπλέον, η εντολή <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Απλοποίηση</tspan> είναι <tspan style="font-style:italic">επιταχυνόμενη</tspan>. Αυτό σημαίνει ότι εάν πατήσετε <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">L</tspan> πολλές φορές σε γρήγορη διαδοχή (έτσι ώστε οι κλήσεις να είναι σε 0,5 δευτερόλεπτα μεταξύ τους), το όριο αυξάνεται για κάθε κλήση. (Εάν κάνετε μια άλλη απλοποίηση μετά από διακοπή, το όριο είναι πίσω στην αρχική του τιμή.) Κάνοντας χρήση της επιτάχυνσης, είναι εύκολο να εφαρμόσετε τον ακριβή βαθμό απλοποίησης που χρειαζόσαστε για κάθε περίπτωση.</text><rect id="idm302" x="20" y="3613.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm302)">Besides smoothing freehand strokes, <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Simplify</tspan> can be used for various creative effects. Often, a shape which is rigid and geometric benefits from some amount of simplification that creates cool life-like generalizations of the original form - melting sharp corners and introducing very natural distortions, sometimes stylish and sometimes plain funny. Here's an example of a clipart shape that looks much nicer after <tspan fill="#6495ED" style="font-family:Liberation Sans,Arial,sans-serif">Simplify</tspan>:</text><text transform="translate(20 3681.7)" x="54.970478" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="54.970478" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Αρχικό</tspan></text><text transform="translate(20 3681.7)" x="149.85327" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="149.85327" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Ελαφριά απλοποίηση</tspan></text><text transform="translate(20 3681.7)" x="245.08183" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="245.08183" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Έντονη απλοποίηση</tspan></text><path transform="translate(20 3681.7)" d="m92.283 92.194 0.3215 9.6448-1.286 4.0724-1.6075 0.6431v3.8581l-0.96451-0.1072 0.21434 4.8226-1.7147 0.2144-0.85734 10.61 6.5372 4.1795-1.7147 2.6791-10.717-1.9288-10.395 1.9288-1.7147-2.6791 5.2512-3.3221-5.7871-1.179-11.253 2.3575v-1.3928l7.0731-5.3586-1.929-18.862c-1.2146-0.2143-2.3934-0.5359-3.5365-0.9646l-1.5004-16.075-2.572-0.4287-1.1788-3.3222-0.96451 0.2144-2.4649 33.008-2.0362 0.5359 9.1093 5.894-1.1788 3.0006-14.789-3.215-6.0014 1.3934-0.42867 4.7155 5.4656 4.9293c-0.28578 0.2862-0.4644 0.679-0.53584 1.179-0.07145 0.5-0.28578 0.7503-0.64301 0.7503-0.21433 0-0.35722-0.0359-0.42867-0.1072l-9.2164-1.6077-9.8594 1.7149-0.85734-1.9293 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5.0558 0.36182-1.7269 0.27548-4.0362-1.426-5.0558zm15.325 17.896c-6.561-4.0309-0.91358 9.0528 0 0zm-12.646 5.2516c-3.38 3.2529 2.599 7.4997 0 0zm-17.683-36.223c-3.6258 2.1663 3.8363 3.8742 0 0z" style="stroke-width:1pt" inkscape:connector-curvature="0"/><rect id="idm310" x="20" y="3831.6" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm310)">Δημιουργία κειμένου</text><rect id="idm311" x="20" y="3844.2" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm311)">Το Inkscape μπορεί να δημιουργήσει μεγάλα και σύνθετα κείμενα. Όμως, είναι επίσης βολικό για δημιουργία μικρών αντικειμένων κειμένου όπως κεφαλίδες, λάβαρα, λογότυπα, ετικέτες διαγραμμάτων και λεζάντες κλ. Αυτή η ενότητα είναι μια πολύ βασική εισαγωγή στις δυνατότητες κειμένου του Inkscape.</text><rect id="idm312" x="20" y="3893.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm312)">Η δημιουργία ενός αντικειμένου κειμένου είναι τόσο απλή όπως η εναλλαγή στο εργαλείο κειμένου (<tspan style="font-weight:bold">F8</tspan>), πατήστε κάπου στο έγγραφο και πληκτολογήστε το κείμενο σας. Για να αλλάξετε οικογένεια γραμματοσειράς, τεχνοτροπία, μέγεθος και στοίχιση, ανοίξτε τον διάλογο κειμένου και γραμματοσειράς (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">T</tspan>). Αυτός ο διάλογος έχει επίσης μια καρτέλα εισόδου κειμένου, όπου μπορείτε να επεξεργαστείτε το επιλεγμένο αντικείμενο κειμένου - σε μερικές περιπτώσεις ίσως να είναι πιο βολικό από την επεξεργασία του στον καμβά (ειδικά, αυτή η καρτέλα υποστηρίζει τον ορθογραφικό έλεγχο καθώς πληκτρολογείτε).</text><rect id="idm318" x="20" y="3985.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm318)">Like other tools, Text tool can select objects of its own type - text objects -so you can click to select and position the cursor in any existing text object (such as this paragraph). </text><rect id="idm319" x="20" y="4013.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm319)">Μια από τις πιο συνηθισμένες λειτουργίες στο σχεδιασμό κειμένου είναι η ρύθμιση απόστασης μεταξύ γραμμάτων και γραμμών. Όπως πάντοτε, το Inkscape παρέχει συντομεύσεις πληκτρολογίου για αυτό. Όταν επεξεργαζόσαστε κείμενο, τα πλήκτρα <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold"><</tspan> και <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">></tspan> αλλάζουν το <tspan style="font-style:italic">διάκενο των γραμμάτων</tspan> στην τρέχουσα γραμμή ενός αντικειμένου κειμένου, έτσι ώστε το συνολικό μήκος της γραμμής να αλλάζει κατά ένα εικονοστοιχείο στην τρέχουσα εστίαση (συγκρίνετε με το εργαλείο επιλογέα, όπου τα ίδια πλήκτρα κλιμακώνουν το αντικείμενο με μέγεθος εικονοστοιχείου). Ως κανόνας, εάν το μέγεθος της γραμματοσειράς στο αντικείμενο κειμένου είναι μεγαλύτερο από το προεπιλεγμένο, είναι πιθανή η ωφέλεια από τη συμπίεση των γραμμάτων πιο κοντά από το προεπιλεγμένο. Ιδού ένα παράδειγμα:</text><text transform="translate(20 4134.5)" x="150" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="150" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Αρχικό</tspan></text><text transform="translate(20 4134.5)" x="150" y="53.843742" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="150" y="53.843742" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Μείωση διάκενου γραμμάτων</tspan></text><text transform="translate(20 4134.5)" x="56.197266" y="33.29771" style="fill:#000000;font-family:'DejaVu Serif',serif;font-size:33.6px;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan>Έμπνευση</tspan></text><text transform="translate(20 4134.5)" x="62.436516" y="82.904648" style="fill:#000000;font-family:'DejaVu Serif',serif;font-size:33.6px;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan style="letter-spacing:-1.2478">Έμπνευση</tspan></text><rect id="idm331" x="20" y="4234.9" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm331)">Η πιο σφικτή παραλλαγή δείχνει λίγο καλύτερα ως κεφαλίδα, αλλά δεν είναι ακόμα τέλεια: οι αποστάσεις μεταξύ των γραμμάτων δεν είναι ομοιόμορφες, για παράδειγμα “a” και “t” είναι υπερβολικά μακριά, ενώ “t” και “i” είναι πολύ κοντά. Ο αριθμός τέτοιων κακών πυκνώσεων (ειδικά ορατών σε μεγάλα μεγέθη γραμματοσειρών) είναι μεγαλύτερος σε χαμηλής ποιότητας γραμματοσειρές παρά σε υψηλής ποιότητας. Όμως, σε κάθε αλφαριθμητικό και σε κάθε γραμματοσειρά θα βρείτε προφανώς ζεύγη γραμμάτων που επωφελούνται από ρυθμίσεις πύκνωσης.</text><rect id="idm332" x="20" y="4316.1" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm332)">Το Inkscape κάνει αυτές τις ρυθμίσεις πραγματικά εύκολες. Απλά μετακινήστε το δρομέα επεξεργασίας κειμένου μεταξύ των προβληματικών χαρακτήρων και χρησιμοποιήστε <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">βέλη</tspan> για μετακίνηση των γραμμάτων δεξιά από τον δρομέα. Εδώ είναι η ίδια επικεφαλίδα ξανά, αυτή τη φορά με χειροκίνητες ρυθμίσεις για οπτικά ομοιόμορφη τοποθέτηση γραμμάτων:</text><text transform="translate(20 4384.1)" x="150" y="6" style="fill:#000000;font-family:'Liberation Sans',Arial,sans-serif;line-height:0%;stroke-width:3pt;text-align:center;text-anchor:middle" xml:space="preserve"><tspan x="150" y="6" style="font-size:6px;line-height:1.1;text-align:center;text-anchor:middle" sodipodi:role="line">Μείωση διάκενου γραμμάτων, μερικά ζευγάρια γραμμάτων πυκνώθηκαν χειροκίνητα</tspan></text><text transform="translate(20 4384.1)" x="62.944992" y="34.802681" style="fill:#000000;font-family:'DejaVu Serif',serif;font-size:33.6px;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan dx="0 0 -0.1418031 -0.42540932 -0.42540932 0.42540932 0.42540932 -0.87514824 1.1344248 -0.5672124 -0.5672124" style="letter-spacing:-1.2478">Έμπνευση</tspan></text><rect id="idm340" x="20" y="4436.4" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm340)">Πέρα από τη μετακίνηση γραμμάτων οριζόντια με <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">αριστερό βέλος</tspan> ή <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">δεξιό βέλος</tspan>, μπορείτε επίσης να τα μετακινήσετε κάθετα χρησιμοποιώντας <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">επάνω βέλος</tspan> ή <tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">κάτω βέλος</tspan>:</text><text transform="translate(20 4483.4)" x="74.187622" y="32.078743" style="fill:#000000;font-family:'DejaVu Serif',serif;font-size:33.6px;line-height:0%;stroke-width:1pt" xml:space="preserve"><tspan dx="0 -3.4339702 -1.746122 -1.4281086 -2.0297282 -1.981069 -3.9864676 -3.8832457 -1.2720536 -2.1715312 -1.5699117" dy="0 0.0056477566 6.8183579 -6.6178179 0 -6.4172778 6.0161972 -5.8156576 5.8156576 -3.4091773 2.8075578" style="letter-spacing:-1.2478">Έμπνευση</tspan></text><rect id="idm357" x="20" y="4529.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm357)">Of course you could just convert your text to path (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">C</tspan>) and move the letters as regular path objects. However, it is much more convenient to keep text as text - it remains editable, you can try different fonts without removing the kerns and spacing, and it takes much less space in the saved file. The only disadvantage to the “text as text” approach is that you need to have the original font installed on any system where you want to open that SVG document.</text><rect id="idm362" x="20" y="4598.3" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm362)">Παρόμοια με το διάκενο γραμμάτων, μπορείτε επίσης να ρυθμίσετε το <tspan style="font-style:italic">διάκενο γραμμών</tspan> σε αντικείμενα κειμένου πολλαπλών γραμμών. Δοκιμάστε τα πλήκτρα <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold"><</tspan> και <tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">Alt</tspan>+<tspan style="font-weight:bold">></tspan> σε οποιαδήποτε παράγραφο σε αυτό το μάθημα για να τα τοποθετήσετε μέσα ή έξω, έτσι ώστε το συνολικό ύψος του αντικειμένου κειμένου να αλλάζει κατά 1 εικονοστοιχείο στην τρέχουσα εστίαση. Όπως στο επιλογέα, πατώντας <tspan style="font-weight:bold">Shift</tspan> με οποιαδήποτε συντόμευση διακένου ή πύκνωσης παράγεται 10 φορές μεγαλύτερο αποτέλεσμα από ότι χωρίς Shift.</text><rect id="idm374" x="20" y="4684.9" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm374)">Επεξεργαστής XML</text><rect id="idm375" x="20" y="4697.5" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm375)">Το πιο δυνατό εργαλείο του Inkscape είναι ο επεξεργαστής XML (<tspan style="font-weight:bold">Shift</tspan>+<tspan style="font-weight:bold">Ctrl</tspan>+<tspan style="font-weight:bold">X</tspan>). Εμφανίζει το συνολικό δένδρο XML του εγγράφου, αντανακλώντας πάντοτε την τρέχουσα κατάσταση του. Μπορείτε να επεξεργαστείτε το σχέδιο σας και να παρακολουθήσετε τις αντίστοιχες αλλαγές στο δένδρο XML. Επιπλέον, μπορείτε να επεξεργαστείτε οποιοδήποτε κείμενο, στοιχείο ή γνωρίσματα κόμβων στον επεξεργαστή XML και να δείτε το αποτέλεσμα στον καμβά σας. Αυτό είναι το άριστο φανταστικό εργαλείο για διαδραστική μάθηση του SVG και σας επιτρέπει να κάνετε κόλπα που θα ήταν αδύνατα με κανονικά εργαλεία επεξεργασίας.</text><rect id="idm381" x="20" y="4784.1" width="300" height="1e3px" style="display:none"/><text style="fill:#000000;font-family:Liberation Sans,Arial,sans-serif;font-size:8;font-weight:bold;shape-inside:url(#idm381)">Συμπέρασμα</text><rect id="idm382" x="20" y="4796.7" width="300" height="1e3px" style="display:none"/><text style="font-family:Liberation Serif,Times New Roman,serif;font-size:8;line-height:133%;shape-inside:url(#idm382)">Αυτό το μάθημα δείχνει μόνο ένα μικρό μέρος των δυνατοτήτων του Inkscape. Ελπίζουμε να το απολαύσετε. Μην φοβόσαστε να πειραματιστείτε και να μοιραστείτε τις δημιουργίες σας. Παρακαλώ επισκεφτείτε <tspan style="font-family:Liberation Sans,Arial,sans-serif;font-weight:bold">www.inkscape.org</tspan> για περισσότερες πληροφορίες, τελευταίες εκδόσεις και βοήθεια από κοινότητες χρηστών και προγραμματιστών.</text><use x="47" y="4882.05083" inkscape:label="icon-credits-authors" xlink:href="#icon-credits-authors"/><rect id="credits-authors" x="70" y="4876.1" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-authors);text-align:left">Bulia Byak; Jonathan Leighton; Josh Andler; Colin Marquardt; Maren Hachmann; Nicolas Dufour; Gellért Gyuris</text><use x="47" y="4906.84363" inkscape:label="icon-credits-translators" xlink:href="#icon-credits-translators"/><rect id="credits-translators" x="70" y="4900.8" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-translators);text-align:left">Dimitris Spingos (Δημήτρης Σπίγγος) — 2011-2019</text><use x="47" y="4924.60925" inkscape:label="icon-credits-designer" xlink:href="#icon-credits-designer"/><rect id="credits-designer" x="70" y="4918.6" width="230" height="1e3px" style="display:none"/><text style="fill:#999999;font-family:Liberation Sans,Arial,sans-serif;font-size:6;line-height:120%;shape-inside:url(#credits-designer);text-align:left">Esteban Capella — 2019</text></g><defs><g id="footer-template" transform="translate(0 4766.2)"><defs><filter id="fe" x="-.0061708" y="-.0058384" width="1.0123" height="1.0117" color-interpolation-filters="sRGB"><feGaussianBlur stdDeviation="1.4349239"/></filter><linearGradient id="fp" x1="112.8" x2="359.44" y1="242.17" y2="-31.919" gradientTransform="matrix(.59867 0 0 .59867 -55.025 -211.88)" gradientUnits="userSpaceOnUse"><stop stop-color="#1ba2b1" stop-opacity=".60455" 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