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<p style="text-align: justify;">- <strong>Προσθήκη</strong> ενός <strong>γραφικού αντικειμένου (εικόνας)</strong> σε μια διαφάνεια <img style="float: right; padding: 15px;" 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" alt="" /></p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Επιλέξτε τη διαφάνεια στην οποία επιθυμείτε να εισάγετε το αντικείμενο</li>
<li>Στην καρτέλα Εισαγωγή στην ομάδα Εικόνες, πατήστε το κουμπί Εικόνα</li>
<li>Εντοπίστε και επιλέξτε το αντικείμενο που θέλετε και πατήστε το κουμπί Εισαγωγή ή κάντε διπλό κλικ πάνω του για να το εισάγετε</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Προσθήκη</strong> ενός <strong>γραφικού αντικειμένου (αντικειμένου σχεδίασης)</strong> σε μια διαφάνεια</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Επιλέξτε τη διαφάνεια στην οποία επιθυμείτε να εισάγετε το αντικείμενο</li>
<li>Εάν επιθυμείτε να εισάγετε σχήμα, στην καρτέλα Εισαγωγή στην ομάδα Απεικονίσεις, πατήστε το βέλος του κουμπιού Σχήματα</li>
<li>Επιλέξτε κατηγορία αντικειμένου και αντικείμενο</li>
<li>Πατήστε στη διαφάνεια και σύρετε το δείκτη του ποντικιού για να δημιουργήσετε το αντικείμενο</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@d998217d22a84f128b2101b9054937f1" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@4dcb202e77a643d8aa65dd4ccac2d0db">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@4dcb202e77a643d8aa65dd4ccac2d0db" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p style="text-align: justify;">- <strong>Επιλογή</strong> γραφικού αντικειμένου</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Πατήστε στην εικόνα, το γραφικό ή το αντικείμενο σχεδίασης για να το επιλέξετε</li>
<li>Για να επιλέξετε περισσότερα από ένα αντικείμενα, κρατήστε πατημένο το πλήκτρο Ctrl ενώ επιλέγετε αντικείμενα</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Αντιγραφή</strong> γραφικών αντικειμένων και γραφημάτων/διαγραμμάτων εντός της παρουσίασης ή μεταξύ ανοικτών παρουσιάσεων</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο ή γράφημα που θέλετε</li>
<li>Στην καρτέλα Κεντρική στην ομάδα Πρόχειρο, πατήστε το κουμπί Αντιγραφή</li>
<li>Επιλέξτε τη διαφάνεια που θα τοποθετήσετε το αντικείμενο στην υπάρχουσα παρουσίαση ή σε μια άλλη ανοικτή παρουσίαση</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Πρόχειρο, πατήστε το κουμπί Επικόλληση</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Μετακίνηση</strong> γραφικών αντικειμένων και γραφημάτων/διαγραμμάτων εντός της παρουσίασης ή μεταξύ ανοικτών παρουσιάσεων</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο ή γράφημα που θέλετε</li>
<li>Στην καρτέλα Κεντρική στην ομάδα Πρόχειρο, πατήστε το κουμπί Αποκοπή</li>
<li>Επιλέξτε τη διαφάνεια που θα τοποθετήσετε το αντικείμενο στην υπάρχουσα παρουσίαση ή σε μια άλλη ανοικτή παρουσίαση</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Πρόχειρο, πατήστε το κουμπί Επικόλληση</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@84037214bde24a5e96287df50f833417" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@4289f65cabb7400a849a2486c451ad8d">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@4289f65cabb7400a849a2486c451ad8d" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p>- Αλλαγή μεγέθους γραφικών αντικειμένων μιας παρουσίασης διατηρώντας την αναλογία μεγέθους</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο ή γράφημα που θέλετε</li>
<li>Στην καρτέλα Μορφοποίηση στα Εργαλεία εικόνας, στην ομάδα Μέγεθος, πατήστε το κουμπί Μέγεθος και θέση</li>
<li>Στο παράθυρο διαλόγου Μορφοποίηση εικόνας, ενεργοποιήστε το πλαίσιο ελέγχου Κλείδωμα αναλογιών</li>
<li>Σύρετε τις λαβές αλλαγής μεγέθους του αντικειμένου έως ότου αποκτήσει το μέγεθος που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Αλλαγή μεγέθους γραφικών αντικειμένων, γραφημάτων/διαγραμμάτων μιας παρουσίασης δίχως διατήρηση της αναλογίας μεγέθους</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο ή γράφημα που θέλετε</li>
<li>Σύρετε τις λαβές αλλαγής μεγέθους του αντικειμένου έως ότου αποκτήσει το μέγεθος που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Διαγραφή γραφικών αντικειμένων, γραφημάτων/διαγραμμάτων μιας παρουσίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο ή γράφημα που θέλετε</li>
<li>Πατήστε το πλήκτρο Delete του πληκτρολογίου</li>
</ul>
</ul>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@c9a34a3ced60411b9d8799d39cff5c41" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@682d8d543c214d948737eefa2aa22fca">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@682d8d543c214d948737eefa2aa22fca" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p>- Περιστροφή, αναστροφή γραφικών αντικειμένων</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο. Στα δεξιά της κορδέλας εμφανίζεται η επιπρόσθετη καρτέλα Εργαλεία σχεδίασης</li>
<li>Στην καρτέλα Μορφοποίηση, στην ομάδα Τακτοποίηση, πατήστε το βέλος του κουμπιού Περιστροφή</li>
<li>Επιλέξτε την περιστροφή ή αναστροφή που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Στοίχιση γραφικών αντικειμένων σε σχέση με τη διαφάνεια: αριστερά, στο κέντρο, δεξιά, επάνω, κάτω</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο</li>
<li>Στην καρτέλα Μορφοποίηση, στην ομάδα Τακτοποίηση, πατήστε το βέλος του κουμπιού Στοίχιση</li>
<li>Επιλέξτε την στοίχιση που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Στοίχιση γραφικών αντικειμένων σε σχέση μεταξύ τους: αριστερά, στο κέντρο, δεξιά, επάνω, κάτω, μέσο</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε τα αντικείμενα προς στοίχιση</li>
<li>Στην καρτέλα Μορφοποίηση, στην ομάδα Τακτοποίηση, πατήστε το βέλος του κουμπιού Στοίχιση</li>
<li>Επιλέξτε την στοίχιση που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@c7a57bf7d9bc4dd491dd0561942a1c81" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@684a34c83b5341c1b66b6ba834634857">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@684a34c83b5341c1b66b6ba834634857" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p>- Προσθήκη διαφόρων τύπων αντικειμένων σχεδίασης σε μια διαφάνεια: γραμμή, βέλος, βέλος τύπου μπλοκ, ορθογώνιο, τετράγωνο, έλλειψη, κύκλος, πλαίσιο κειμένου</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε τη διαφάνεια στην οποία θα εισάγετε το αντικείμενο</li>
<li>Στην καρτέλα Εισαγωγή στην ομάδα Απεικονίσεις, πατήστε στο βέλος του κουμπιού Σχήματα</li>
<li>Επιλέξτε το σχήμα που θέλετε</li>
<li>Πατήστε στη διαφάνεια και σύρετε το δείκτη του ποντικιού για να δημιουργήσετε το αντικείμενο</li>
</ul>
</ul>
</ul>
</ul>
<p>- Εισαγωγή κειμένου σε ένα πλαίσιο κειμένου, βέλος τύπου μπλοκ, ορθογώνιο, τετράγωνο, έλλειψη ή κύκλο</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο στο οποίο θέλετε να εισάγετε το κείμενο</li>
<li>Πληκτρολογήστε το κείμενο που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Αλλαγή του χρώματος του φόντου γεμίσματος των αντικειμένων σχεδίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε ένα αντικείμενο σχεδίασης. Στα δεξιά της κορδέλας εμφανίζεται η επιπρόσθετη καρτέλα Εργαλεία σχεδίασης</li>
<li>Στην καρτέλα Μορφοποίηση στην ομάδα Στυλ σχήματος, πατήστε στο βέλος της λίστας χρωμάτων Γέμισμα</li>
<li>Πατήστε στο χρώμα που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@1ffdd63dc1614af786211f8217ff3007" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@e9c1b1928cda4f099f056d111c71645b">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@e9c1b1928cda4f099f056d111c71645b" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p>- Αλλαγή του χρώματος γραμμής των αντικειμένων σχεδίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε ένα αντικείμενο</li>
<li>Στην καρτέλα Μορφοποίηση στην ομάδα Στυλ σχήματος, πατήστε το κουμπί Περίγραμμα</li>
<li>Πατήστε στο χρώμα που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Αλλαγή του πάχους της γραμμής των αντικειμένων σχεδίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο που θέλετε</li>
<li>Στην καρτέλα Μορφοποίηση στην ομάδα Στυλ σχήματος, πατήστε το κουμπί Περίγραμμα</li>
<li>Επιλέξτε Πάχος και πατήστε στο πάχος γραμμής που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Αλλαγή του στυλ της γραμμής των αντικειμένων σχεδίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο που θέλετε</li>
<li>Στην καρτέλα Μορφοποίηση στην ομάδα Στυλ σχήματος, πατήστε το κουμπί Περίγραμμα</li>
<li>Επιλέξτε Παύλες και πατήστε Περισσότερες γραμμές. Το παράθυρο διαλόγου Μορφοποίηση σχήματος θα εμφανιστεί</li>
<li>Για να επιλέξετε διαφορετικό στυλ γραμμής πατήστε το βέλος της λίστας Τύπος σύνθετου ή Τύπος παύλας και επιλέξτε το στυλ που θέλετε</li>
<li>Πατήστε Κλείσιμο</li>
</ul>
</ul>
</ul>
</ul>
<p>- Αλλαγή του στυλ έναρξης και λήξης ενός βέλους</p>
<p></p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε ένα βέλος</li>
<li>Στην καρτέλα Κεντρική στην ομάδα Σχεδίαση, πατήστε το κουμπί Περίγραμμα</li>
<li>Επιλέξτε Βέλη και πατήστε στο στυλ για αρχή ή τέλος του βέλους που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@vertical+block@a2104ca5e0a04b7f89c12c04a01b3e23" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@6857cabdfca44c94a4c751b06cff6770">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="6b23e170153c11ef957e0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE+2021+type@html+block@6857cabdfca44c94a4c751b06cff6770" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
</script>
<p></p>
<p>- Εφαρμογή σκιάς σε ένα αντικείμενο σχεδίασης</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο που θέλετε</li>
<li>Στην καρτέλα Μορφοποίηση στην ομάδα Στυλ σχήματος, πατήστε το κουμπί Εφέ</li>
<li>Επιλέξτε Σκιά και πατήστε στο είδος σκιάς που θέλετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Ομαδοποίηση ή κατάργηση ομαδοποίησης αντικειμένων σχεδίασης σε μια διαφάνεια</p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε τα επιθυμητά αντικείμενα</li>
<li>Στην καρτέλα Κεντρική στην ομάδα Σχεδίαση, πατήστε Τακτοποίηση</li>
<li>Επιλέξτε Ομαδοποίηση ή Κατάργηση Ομαδοποίησης ανάλογα με την εργασία που επιθυμείτε να κάνετε</li>
</ul>
</ul>
</ul>
</ul>
<p>- Μεταφορά ενός αντικειμένου ένα επίπεδο μπροστά, ένα επίπεδο πίσω, σε πρώτο πλάνο, στο φόντο μιας διαφάνειας, πίσω από άλλα αντικείμενα σχεδίασης</p>
<p></p>
<ul>
<ul>
<ul>
<ul>
<li>Επιλέξτε το αντικείμενο που θέλετε</li>
<li>Για να μεταφέρετε ένα αντικείμενο μπροστά από τα υπόλοιπα, στην καρτέλα Μορφοποίηση στην ομάδα Τακτοποίηση, πατήστε στο βέλος του κουμπιού Μεταφορά εμπρός και επιλέξτε ανάλογα Μεταφορά εμπρός ή Μεταφορά σε πρώτο πλάνο</li>
<li>Για να μεταφέρετε ένα αντικείμενο πίσω από τα υπόλοιπα, στην καρτέλα Μορφοποίηση στην ομάδα Τακτοποίηση, πατήστε στο βέλος του κουμπιού Μεταφορά πίσω και επιλέξτε ανάλογα Μεταφορά πίσω ή Μεταφορά στο φόντο</li>
</ul>
</ul>
</ul>
</ul>
</div>
</div>
</div>
</div>