<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@c7bb46bb593747a79ed7ef0c421cca01" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@43e7eb1677844dd39816e1087f193659">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@43e7eb1677844dd39816e1087f193659" data-block-type="html">
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<p>- Κατανόηση του ότι ένα κελί ενός φύλλου εργασίας θα πρέπει να περιέχει ένα μόνο στοιχείο δεδομένων</p>
<ul>
<ul>
<ul>
<li>Για παράδειγμα, το Όνομα σε ένα κελί, το Επίθετο σε άλλο διπλανό κελί, η ποσότητα σ’ ένα κελί, η περιγραφή σε ένα άλλο κοντινό κελί</li>
</ul>
</ul>
</ul>
<p>- Αναγνώριση καλών πρακτικών δημιουργίας λιστών</p>
<ul>
<ul>
<ul>
<li>Αποφεύγετε κενές γραμμές και στήλες στο κύριο σώμα της λίστας</li>
<li>Διασφαλίστε ότι τα κελιά γύρω από τη λίστα είναι κενά</li>
</ul>
</ul>
</ul>
<p>- Εισαγωγή αριθμού, ημερομηνίας, κειμένου σε ένα κελί</p>
<ul>
<ul>
<ul>
<li>Κάντε κλικ μέσα σε ένα κελί</li>
<li>Πληκτρολογήστε τον αριθμό, την ημερομηνία ή το κείμενο</li>
</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="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@4711fa0e2f154c4ab4b968e3fddbc4a5" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@234f707639e64eccacf351969863fe9f">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@234f707639e64eccacf351969863fe9f" data-block-type="html">
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<p style="text-align: justify;">- Επιλογή ενός κελιού</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Βεβαιωθείτε πως ο δρομέας του ποντικιού είναι λευκός σταυρός</li>
<li>Κάντε κλικ πάνω στο κελί</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- Επιλογή μιας περιοχής από γειτονικά κελιά</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Βεβαιωθείτε πως ο δρομέας του ποντικιού είναι λευκός σταυρός</li>
<li>Κάντε κλικ στο πρώτο κελί και σύρετε ως το τελευταίο κελί της περιοχής</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- Επιλογή μιας περιοχής από μη γειτονικά κελιά</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Βεβαιωθείτε πως ο δρομέας του ποντικιού είναι λευκός σταυρός</li>
<li>Επιλέξτε το πρώτο κελί ή την πρώτη περιοχή κελιών</li>
<li>Έχοντας πατημένο το πλήκτρο Ctrl συνεχίστε να επιλέγετε και τις επιπλέον μη γειτονικές περιοχές</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- Επιλογή ολόκληρου του φύλλου εργασίας</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Κάντε κλικ στο κουμπί Επιλογή Όλων το οποίο βρίσκεται πάνω από τη γραμμή 1 και στα αριστερά της στήλης Α</li>
</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="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@98c15c75b7034057aaed129a8c4a3df1" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@2f19a50dad15474ba926fffeea095aef">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@2f19a50dad15474ba926fffeea095aef" data-block-type="html">
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<p>- Επεξεργασία περιεχομένου κελιού</p>
<ul>
<ul>
<ul>
<li>Κάντε κλικ μέσα στο κελί</li>
<li>Επεξεργαστείτε τα περιεχόμενα</li>
</ul>
</ul>
</ul>
<p>- Τροποποίηση υπάρχοντος περιεχομένου κελιού</p>
<ul>
<ul>
<ul>
<li>Κάντε κλικ μέσα στο κελί</li>
<li>Εισάγετε πρόσθετο περιεχόμενο ή διαγράψτε υπάρχον περιεχόμενο</li>
</ul>
</ul>
</ul>
<p>- Χρήση της εντολής αναίρεσης, ακύρωσης αναίρεσης</p>
<ul>
<ul>
<ul>
<li>Μεταφερθείτε στη Γραμμή Εργαλείων Γρήγορη Πρόσβαση</li>
<li>Κάντε κλικ στα κουμπιά Αναίρεση ή Ακύρωση Αναίρεσης</li>
</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="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@2900b921f96b4cf4b8fb5da04a3c2b05" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@d7c2871692774d81a1380ded7c82344f">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@d7c2871692774d81a1380ded7c82344f" data-block-type="html">
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<p style="text-align: justify;">- <strong>Χρήση</strong> απλής εντολής <strong>εύρεσης</strong> <strong>για</strong> τον <strong>εντοπισμό</strong> συγκεκριμένου <strong>περιεχομένου</strong> σ’ ένα φύλλο εργασίας</p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Κεντρική, στην ομάδα Επεξεργασία, κάντε κλικ στο κουμπί Εύρεση & επιλογή <img style="float: right; padding: 7px;" src="data:image/png;base64,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" alt="" /></li>
<li>Κάντε κλικ στο Εύρεση…</li>
<li>Πληκτρολογήστε τη λέξη ή τη φράση που αναζητάτε στο πλαίσιο Εύρεση του:</li>
<li>Κάντε κλικ στο Εύρεση επόμενου για να επιλεχθεί η πρώτη εμφάνιση της λέξης ή του αριθμού, ή κάντε κλικ στο Εύρεση όλων</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
<p style="text-align: justify;">- <strong>Χρήση</strong> απλής εντολής <strong>αντικατάστασης </strong> συγκεκριμένου <strong>περιεχομένου</strong> σ’ ένα φύλλο εργασίας</p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Κεντρική, στην ομάδα Επεξεργασία, κάντε κλικ στο κουμπί Εύρεση & επιλογή</li>
<li>Κάντε κλικ στο Αντικατάσταση… <img style="float: right; padding: 6px;" src="data:image/png;base64,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" alt="" /></li>
<li>Πληκτρολογήστε τη λέξη ή τη φράση που θα αντικατασταθεί στο πλαίσιο Εύρεση του:</li>
<li>Πληκτρολογήστε τη λέξη ή τη φράση αντικατάστασης στο πλαίσιο Αντικατάσταση με:</li>
<li>Κάντε κλικ στο Εύρεση επόμενου για να επιλεχθεί η πρώτη εμφάνιση της λέξης ή του αριθμού</li>
<li>Κάντε κλικ στο Αντικατάσταση ή Αντικατάσταση όλων</li>
</ul>
</ul>
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<p>- <strong>Ταξινόμηση</strong> περιοχής κελιών βάση ενός κριτηρίου με αύξουσα ή φθίνουσα αριθμητική σειρά ή με αλφαβητική ή αντίστροφη αλφαβητική σειρά</p>
<ul>
<ul>
<li>Κάντε κλικ στην περιοχή κελιών που θέλετε να ταξινομήσετε <img style="float: right; padding: 5px;" src="data:image/png;base64,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" alt="" /></li>
<li>Στην καρτέλα Δεδομένα, στην ομάδα Ταξινόμηση & φιλτράρισμα, κάντε κλικ σε ένα από τα δύο κουμπιά Ταξινόμησης</li>
<li>Κάντε κλικ στο κουμπί Ταξινόμηση από το Α προς το Ω προκειμένου να ταξινομήσετε με αύξουσα σειρά</li>
<li>Κάντε κλικ στο κουμπί Ταξινόμηση από το Ω προς το Α προκειμένου να ταξινομήσετε με φθίνουσα σειρά</li>
</ul>
</ul>
<p></p>
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</div>
</div>
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<p style="text-align: justify;">- Αντιγραφή του περιεχομένου ενός κελιού ή μιας περιοχής κελιών εντός του ίδιου φύλλου εργασίας, μεταξύ φύλλων εργασίας, μεταξύ ανοικτών υπολογιστικών φύλλων</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Επιλέξτε τα περιεχόμενα του κελιού που θέλετε να αντιγράψετε από το κελί</li>
<li>Στην καρτέλα Κεντρική , στην ομάδα Πρόχειρο, κάντε κλικ στο κουμπί Αντιγραφή</li>
<li>Κάντε κλικ σε ένα νέο σημείο μέσα στο φύλλο εργασίας, ή μέσα σε ένα άλλο ανοιχτό υπολογιστικό φύλλο</li>
<li>Στην καρτέλα Κεντρική , στην ομάδα Πρόχειρο, κάντε κλικ στο κουμπί Επικόλληση</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- Χρήση του εργαλείου/χειριστηρίου αυτόματης συμπλήρωσης για την αντιγραφή ή τη συμπλήρωση διαδοχικών δεδομένων, τύπων, συναρτήσεων</p>
<ul>
<ul>
<ul>
<li>Επιλέξτε το κελί ή την περιοχή κελιών που θέλετε να αντιγράψετε</li>
<li>Μετακινήστε το δείκτη του ποντικιού στην κάτω δεξιά γωνία του επιλεγμένου κελιού ή της περιοχής κελιών</li>
<li>Χρησιμοποιήστε τη λαβή συμπλήρωσης για να σύρετε μέσα στην επιθυμητή περιοχή</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p style="text-align: justify;">- <strong>Μετακίνηση</strong> του περιεχομένου ενός κελιού ή μιας περιοχής κελιών σε ένα άλλο σημείο μέσα στο ίδιο φύλλο εργασίας ή σε άλλα φύλλα εργασίας ή μεταξύ ανοικτών υπολογιστικών φύλλων</p>
<ul style="text-align: justify;">
<ul>
<ul>
<li>Επιλέξτε τα περιεχόμενα του κελιού που θέλετε να μετακινήσετε από το κελί</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Πρόχειρο, κάντε κλικ στο κουμπί Αποκοπή</li>
<li>Κάντε κλικ σε ένα νέο σημείο μέσα στο φύλλο εργασίας ή μέσα σε ένα άλλο ανοιχτό υπολογιστικό φύλλο</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Πρόχειρο, κάντε κλικ στο κουμπί Επικόλληση</li>
</ul>
</ul>
</ul>
<p style="text-align: justify;"><img 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ShrHfYZta4WlOZno1ojndMlA5edtTPm6thuzOZh+htz7omV8AkClxYmixY5cUFY8If3MOPj9/Dam3NxsLARN8ytCHH5FNM/+gTvvPoGPtsShPI2Q5/npVaLuTBHGipOaI/rZgsiPJdi6mdf4qupL+G5KYtxubmrz4rvWXDedxb+9rt/jGn78wYsW/a4BkQxof6Rgcs2dQyb4+LHXhuQlZ2NEoUB6DUgYu9iTN94BsbOFuQWVKPnLtBbHIwXPpmJIxlN6DLrxJyY7HHZpgCbcvU0I/lKCfqgqh7OL7+KhUH5oihLfiDmLpiNP7z7EhYFXR0oXgauAVFMqH9k4LJNHcOASw2VSgN+3NXU0Ylbukoc2rYKM32T0NFphr61DkVlVcg4sRkbdvsjs9YCk65vnksGLtsU8Mi5bpdg1esfYsPpeuBuK3atm4UdcdcQte4tzPHrW5zKOmTgemRJj0sBMnDZJtYRwKVWqaA1dsDcVIxT/puxeN5epKl06DAaUH35AN6Z8hbemf4l9sWkoaZNC51WI3tctsn+seTKCZ6Dt2e6Q9F1E2UnPbFuy1XxIvTC+tewIKRwoA4ZuAZEMaH+kYHLNnWMBC59O8wNhTjmuwqz3Q6jtNWAdqMOao0eRoMeBnM3WkuP4YuXPsS+2BLoO4zQynNctkn/EXNVnd+Mt97/BFElFuBeAZb+7P9iynwveG13x9Rn/xG/fGsJIjMaRC0t8lvFR5T2+GSXgcs2uQ4FLo0OFn09YoK3YN2eGLQYO8VQUKXRQ12VjMtXFWjWdMNUcxazpnyBveeKYOgwQiMDl23StzlXD9KCN+D3U/6Ao0V9Hye4d1uF1PBQ7NuzC7t9tuAPv/pb/PytZTid3SRqkYHLZmGPa0YZuGwT71Dg0pnQoyrC7pVT8cxvXsXbU17Dy6+8inlux1ChvoZt0z/Ay6++jlde/ACrAs+jRqeDXh4q2ib5R8mlu4avXvx7fO9fn8WHH3+AKVOm4MNt58TZW1KxsR4fYe1x6Rx6eY5LkstEu8vAZZtGhgKXWgONWoXG2gqUFBciv6AABQUFKFXWolWrQX15KQoK8lFQrESLRg8DF6H2r7SnAuTlELYpwepcvT1obzfDZNCirbVFbGhvNXbi7sBuonu4daMLN27yHPq+S57jkiQxse4ycNmmj2HAxTeEGmh1enAxmRQMeh00ag10BkP/M8PApLy0z5F7rrgz/OLFyb8XjqKc0Ou4bNC1DFw2CM0OWWTgsk3IQ4BLxa09NgYCGI8bIXBxn99kD729vWLLD++TnRfST+DiiQSOwAu3/HR1dTkELwQuk8nkELxIK+ftYWNO9JIIOEqlEgqFQhz7W1xcjMLCQuTn5yM3NxfZ2dnIzMxEeno6eG4Xz+ni2Vw8i+vSpUu4cOEC4uLiEBUVhZiYmIGzuKQjcybbnY2cNFdWVoq79Huy8SHRS/rJC48tcgReaK/19fUOwQunV6TzuCR9TcY77aq2tnbgPK7x5sGJHhbPBJICezMGHgQ4OJCwwWEwYVKDIPDFx8eDXsqdO3cmdeCGZPLF+2TnhfSTF54a6gi80C47OjocghfOEdNTcQS9cLqIIy978DJkqEghSnNW1t4dbY6L7i7BmXdHuNjp8IBER7jYsTrS0c3yJmvrrXIEcElvCa29y28VrRe+PXMQuORjbewp8bHVJU/Oj01Ow1ONBC5V33lcls5u0at1dZigHXTulkqlht5kgcXCFfMqeTnEcIlO0N8ycE1MxcjAZZteRgKX1ghjkwLxEQHY57cfp87lQW0xQkPwUmmgM2tRW3gVqVdyUa/mOV3yJmvbRG/fXDJw2VfeY61NBq6xSmpoumHApYW5Q42Mc4FY8tlnWDTnM7zx5lfwvVaNLqMOGl07utsrsWv6P+EX72xBgeqmfDrEUHlO2F8ycE1M1cjAZZteRgCXXt+I/MJCVNa0A2jHmf3L8fG6aBi6Leiw6JB3PgQf/uqfMdXFC/lNMnDZJnb755KBy/4yH0uNMnCNRUoj0wwDrr7zuPjFHlNHF25pynDAbQXmBqSiu+cGmnJPwm25O/Z4r8LGbe7IrJeBa6RIJ+YTGbgmpl5k4LJNLyOAS5zHZeqCqS4bwTs3YtmSAOTqzehqKcMO9zk4kKJGW9J2bPTyQokGMOv6JuipAHmvom1KsEcuGbjsIWXr65CBy3qZMccI4NLo22GszkTI7tVYsjMKNQYLbvRYkOX/Ff7631/ArEWrMevdX+GpZ5/FhiM5UGn10Go08pnztsnfbrlk4LKbqK2qSAYuq8Q1kHgocGn16NTX4Li/C1bujEB9mwZN9bVobGlCUep5HPlmP/wOHITb3Nfw0pQp8ImrhFbL1bLyxzIGJDpB/5GBa2IqRgYu2/QyFLh0JtxQlcBv3Sd49revYMrrr+Cll17BbOdDULbfxq2e6+CX+RoTfbBj/34o1HdgkoeKtknezrlk4LKzwMdYnQxcYxTUsGRDgav/bK22libU19WIOSuxCbShCW3q+2dvqVV9exsHr66nAuQ5rmHSnUA/ZeCaQMoYRIoMXIOEYcW/I4GL81U82VSvHwg6nXboHkatDtybyLktaU+jvFfRCqk/gaQELnmv4hMQ/LdUKQPXtwjoAdHidIjhJ0QMPylCOjHiYadGMK68vFwcccPTISZ7YCPniQq8T3ZeSD83jN+4ccMheOHpEJ2dnQ7BCzt+ng7hCDZGZ4f82IMXm87jSklJGdN5XOzlJ2tgQx98Htdk5UOie/B5XNKzyXoffB7XZOVBonvweVzSs8l6H3we13jzMOBxDT/5VPK6HnYf7IkxPxsHDxWUTkDk8ceTMZB+nilE8OKdvycjHxLNpJ+89PT0OAQvtDt6XI6gF3oo0gmokr4m45264IekOfS1h15GznH1T9APnniX5rEedne0OS4aDxs7745wsQeUj7WZeJqU57hs08mYgGswiD3ofypAfqtomxLskUsGLntI2fo6ZOCyXmbMMRK4xHlcBnR094ihRXeXGdr+D2joTB240dP3vKfLAp2WexvlY21sE719c8nAZV95j7U2GbjGKqmh6UYCl84EY30RIoJ3YPOWrQg6dhWtHSbotTpUZZ2Hr/dWbNmyBVuCz6CsXj3wbUXZ4xoq2In2SwauiaaRPnpk4LJNL8OAi+dxqZB6JhCrZs+Hy+oFePfdz+F1pQI3LUYk+nyCV6Yvwvr167HG9wSKalUw6vsWpsrAZZsC7JVLBi57Sdq6emTgsk5eUuphwKWBTteEkjIF6po6AFhwPmAlpq2LRvsNEyI2vYa1R7LRqjaiq6tTfEmZbxM57yUDlyTSiXmXgWti6oXtpr2dZ99N/kv6rqI9OBkGXH3ncfENoamzGzfbCrFn3TIsPpyJnu52nNsxFS+8+Cpe/vWrmOsViQqTGQat7HHZQ1GPWocMXI8qwfHJzzf18ld+rJftCODieVw6Uxf0FcnwcV+L1WvDUWo0QM/tPVotNDojWovO4utp0+F9Ng86swka2eOyXvJ2ziEDl50FPsbqZOAao6CGJXOiqzo46E0d0JVfgd/2lVjjF4tGswVmg06AVt/+RTO6extxeNYi7AxLhqrTAr1WK/Y1cuUsv2ztKBe3ljjKxTVpjrKOi9MT3L7kCBdHNxaLxRFYEZ4jF6Ha43Lip8wHQkMTtE0lCPP3wCb/OLTpDGhtakB9fRPq61MRFHQW5VUqNGeH4uPPliAsQQG1inH1Yl9faWkpzp07h+7u7kkfuDKbOwF4fxg/k2XjMleb2wpc3D3AD7A+TA72jKupqREdpT3rHK+6GhoaxFfkx6t8e5bLjp4dpD3qdDp79izuh3M4fzYax09GIPp0LOJipbhzOHs2CseOncLpM+dwJvIkwk6eRMyZczg3KP+ZM2cQHR0twIsANtkD+XkQD+fPn0dERASSk5Pt0cE8ch2PsgMgJycHJ06cAHl+kDzs+fxherEnHY+jLqntPY6ynnQZ48UL7W54GDnHpeabRR10/ZPu91fK8zmPt1FDrdFCr+s7+VQ1bIsQx+zD9z1O1t/k/UG0c3itUCgcamj8IHRMS0tDXl6esIsHycOezx+mF3vS8TjqcjRexoMfljk8OD1s/6Ecd/+8seGy4HyfUqlEQkLCg9q7wzxPT09HQUGB2EQ7XA6O8JuNgnywM3IEfkbjYTCP0v+jpZssz0bxuEai23C0k3+rhffB88f+MwEXwdoRdU/AqqurE0c18X9H5JG6KywsRFZWluiA7M0jAZE0cPKe672kkyRspUMGrlHc0LEIk8NpGbgco5OjLnnGF+fOHBW4CBbXrl1DUlKSAI6x2PjjSkPAInBxhMIpB86ZFhcXi4l8AhjjrK1LBi4ZuL51SCsNFa33uPqG2qMZpVZvFMts1GoV1Fo92tstaDfd9+i4XrDDYoHJoBvYyD9aOQPPxDHiXNrDOq0DVAIXTzbhBLAtwCWGVyPsSAWVRidAQt9/GIHOaEanxQy9tn8eWK2FwdSOznYTtGOkWaOReLSusRO46G3xZRL/H5DbCLqtk923lUObYQfPl3ZHjhxBWFiYCOHh4Th27Bh4KCnnCq2V+7gDly1o+m3CGI8yv63O4fE2e1w9KkQn+GBrdilGXYl0W4dzyf5wyyhC1z1iSifSs8KxJGwnwqo1AyDT21kO/8htWHE+GqXcnTWmqwfFRccw/0goUnVj32ZiC3BpdXroDX3fLTAY+r692SdDjXjxU5UVh9C4bGj0JujKU+C72wv+Z3Jg4LcOdFo0ZEbD3csHkVcr0G7UfUtD04iGr2prQ5uqb/uZNeBlM3DxJZXB0PdtBt758koCAq0B5oYSxJw9g+SSZnQbWpB95gDWeB9GTkUrzCYjzC1KxIZ6w/mbs6ht5guvh4NRn92rxPIJDb/7MOIF2oNB50kAF70pelgHDx4Ub6P5MosHk1LeHJpnZGQgJCQEMTExVoPXuAIXBU1Chzf6R/ktvcl50uBlNXD1diP+gjP+w/MjfH/5c/irVe/glztXwDW7Ej29g1CnsxjrT2zFwWpT/0MDjketxN/MeRo/9vFGTlff4zuGZHzhMQV/8fWrmJeQjW/FrjtqhB5fjJ+vex5/Nvtz7KtuG1Tpw/+1Frh0egM0rVVIOx8Kn60BSCpugIbzG/SyLO0w6TVIPx6K04VV4vRPXVMlkmOPYrvHLlyt1cGk10FdX4LTYX7w9glFqbodBq0a3NWh0epharfAYmmH2dg3BNHpWnEtyg/r1yzD4vnOCIrLQrPJAK0EIt9yl4CLywnG2vNzF4lOo0FD9VWEenkhODIVlY1q6I0GGIwmWLo70ZR9FScjolCqa0eHToX6ikwEem1BwKkkNBssMKqaoChIgI+rG06mlkFLufXTqjeaxcJUSztPZtFAZzChrvAK/FwXYNHSVXD2PoaSprYxg5e9gYugRU+LoHX16lUxp8VnXOvFtWuUM09+JYDRC7t48aIAtLFiw7gBl4SqJSUlNo1hR2OAzJJRlsn4JwleVgFXbxcuXnDGz1a9jGe2zcIzG6fgh+4z8KrXH/C3Kz6De1YpNPom5DSUo67zBnrutKO2tQpFzRrcBI+RvonG4gD8xu1TuBao+lDmXi96rqsQfvxL/OvuvSjsuI9+PZ1tKKwuREa1AjXm7r70t9UIj/XEjKCleHHRHPjXqR+OVoNixw5cKmh1ZqgbshGwdRUWzpyOjz74FHNnr8f+mFRU1Jcg5XI6FPVtUDU1oKjgGoqqm2EwmNChbcCFQ9vhG6uA2aSD1tiBrvocBPvvwsnMJrQbtX3eWUs1MhPPIuZsPNIL62AwGaFWFeNs9CWUlNVCmXocG7bsRVJxE4yGb/PU+jwUq4FLo4PBoEVWXCCcl8zG5x9+gOmfzseaDf64UluL0qw0pGYp0KrWoqE8H5lFxWhq1cLY0QND7kl4+oUhp0YLg14Lk6UL1Rf94RZ8AQ1qfjlLLUCqvjgVcWdjcO5yFmpbdTCbNSgpykJyUgbqKksR6r0KzmEpaDcZxiD7HMoAAB8dSURBVOQY2BO42C4ZTp8+LdaIErDYdrknk0NGHotF8KLcSRc9MQIcF3zz2Whtf/izcQEuEskv5HBMzdfojwtgWC4ZpovJVfpPErysAa5eTRI+2vI6ng2JQpOhGm773sTzkUkwdVTDbdvv8aMAb2z6Zh7+3+JXMS2uAL0wYs/+T/FDlzVI7Hel2uuO4Pk1r+PdE3EYGOTd68a5s/Pwf5bOQlC1TkBNp6kMW30/xXdn/gROM3+Nn3jtQqJa8t6A6uID+PW8L+FfOw7ApdHBZGjGOd/NcD8cjczEcOzcdAgZeYnYvnIVguMj4Tl/OXYfuQqtqQUnd63BpgOXoe1sh1lVgaOb5mP+1gjUm9qF12KsTsPW+bPgduQqNJZOtGubcfHwDqxevQru7h5YtmEbLpQ1ol3PLWk66M3duNWWge3b9iE2qwZGo27Agxlu+IN/WwtcOoMeDXkX4bZ2E2LKshG12QNhcVmIDfDAxl0HcPzIPiybtw3pzRa0ZB/HiuWbcamkCWZ6YWmHMG/GEhzPqoWB3plZj4ITW/H53C24Wq+B0WBGc+kVeG1YDJetW7Fu+SpsORKHRg2H0HqYO6/jVqcRyWFu2BpZ0D9P+OAhosSnPYGL8iQIcR6rrKxMeFv0rrhNi4u2nZ2dxdCwo6NDxHEUxeHi5cuXxzz/9tiBSwKX7OxssKcuKip67MCVmZn5xMHLGuDqaTiDdzxex5fpKqCnHi6+b+C5U8no7b2N0yen43u7dyAyPwpfrH8fbx6KhhlATvwKPOU2DcH1xKMuRJ9chKdWvIwf7t6OZLOY/EK3IQMrN7+Bv1v5Dj65mIc7t68j9uxC/NXSGdiQfAEx1w7i9RW/w1sRcdD3O2TlBf7jB1xaEzpUWfBduRUnM8tReu0otq0LQJFRg7NeyxCcUoqrx/bAa2c06rvbURJ/EO7rg1Bs6kSr4gI85i7AWi8fXC434EaHBvlJJ7Dhy6/gHHQKZRoL6tOPw33lNlyuseDuLR0uhm7DVp9YtHSYodcb0W6oR0qoPzwPnoNSrRs4uURqvA+6WwdcGhgMahTHBWL92mOovVuDo84bEZqoRFXmMXi570ZGbSkCV7ggMl+FLksJgla7IPiSAp1djYgJ9MHq2bPgdTYbKl0HLNpCBLhtwuplSxGYWo+ujnrEbN8Az0PJ0PXcg7nhEjxXb0V8YRM6NZU4H+aDtes3wi8sCiUNBnEK8YP4GvzcnsBFD4tLL0JDQwVAcbro1KlTOHr0KHx8fODm5obDhw+LeM6B8VifK1eu4OTJk2L4OJjuB/3/2IGL3hUJpUc0HsDFfZH0uAiMHDY+iLHxfm4NcN27UY4Ne6biqV2ByG7JxEqfKXjuaDQK6xLx+Zrf4oWjMVDdaYaz6zS8ffgsegAY8nfiaY9p8K66A2gSMdvrI3wR5oGnNszF1oJm4V1du7QOb+xegq++WY6nd+1HhbEFgcHv4Ht7A9G3PbwbBw78Hv+2PxDl1/vGfuMKXGo9zO2VOO7hhUMJOVBkn4L3plCUautw1GMTYooUSA7bhZ0+MajruoHarFPwdt2O1Lp2FEb74cjpSzgY4IvDSTXo1lci9vB+xMTHYsfeg0irbERhfAh2eUSi7sZ1dHRqUJZ4BNvXBaLQdAOWxmJEBO3AjsBYVLWoodePfT2WtcClN+pQmRmDrasDUHyjFlHuHjiWokTR5TB4e4eisCkP+5dvREyBCpbuVpzbtRr7ThehtfQKDoccQfz5Y3DZF4NGYwca044gKCwGZyMC4BaSgc7rRQhc6YUzORwGm2G5Xolj691x6FIZjEYNlAUZSEq6jLD9O7An+CIaxziXZ2/g4kiLwEVHhvNau3btgoeHhwju7u5iuOji4iIAi/uBuTvjiQIXAUMa43KtRn5+/mP1uHgCBT0uaYJvvAHqQeVbA1yEjKqiULy98Tn8r6Uv4e9XvYHvr3oF313yO/ydx0Ycq+LbwhZs8nwTv9i5GdE1RQg/NQ8/dv0a8aZbyL3igV+6b0JsQxaWur+Kj8+moONWK9bs/ATTziTias4+vLj+E4TVNSE6ag6+67ISIaXFyCyLxIdrnsOrx85AfYdU3MP4ApcaelM7Si4HY727G/x3uWLlYjf47vKC845QlOlNKIrZhXWeAaix3EV9Ujg2ewSiqKUAfi77kdnSiJTwAwgMvwSFMgE73MJQ1dWI6O1eiEgrQnHqUTgv8URaaw/Qa0TycW9s23kOTeZmXD51EKdSymHp6sHNm90wiTd0fYdcPkiH0nPrgEsNjc4AbVM5Dnmvx2a/vfBathRuW/dhy8ZNOHChCAZDJQ46fw2/pBagpxFhri44kpaD1NNh2BtwCU2GYgQ470JWcyWi/f0RHpeHqtJL8HX9BiWWJhzfuBxeR9Nhvg10qlOxc/VWnM9SoKm1CRoLvzp1CyWxfli7OgTlnLz/lpcP5NOewMUlEBwi0qviMhPKl8cq8c49r5s2bRLP6eBwmEi8iI+PF8tRSKekl4fdH7vHJVVGYkgUd/JLzx71zjK5+5xeF4XwqOU9Sn7Wb+0C1GpFJLaddMXz63+Hv9u8DCvOHkNss3SkyV0U5+zB8yufxndm/xz/dd7rmB2fDZ0hAzNdn8WPjibg+g0Lgg++jr/euxuHY9zwLxumYrPyBm43R+El5+fxhyQFjNp8rNv+Pv7HV5zjehrfd3VFdIMGfR9Zu4eS3N344ecfYfe4vVXUwmBsQ/a5ELgt/woff/AFNmw/gozKJhgtXVBVXILH2sVw37QNnms2YO/5fOSd88Za3xjU63ugyToBzz3e2Oe5CZ4ns2DuuA5lrDdcAs+jprYaJ3zWYe0md+zZswsr17niTFEL2ksisWjpOnjv2Y9v9vvBd18wEgtroOZ+2jE0auqSDcyat4o6owHNFdk44eeMWR9OxZcLXHEw4ioaLWaYdWokR3hiwWIXHPDciNXuwUjNT0XATlcEpTThpkmFxCMe8PDeg+3bdyFeYcb1lkKE7nVGcJoKDZmn4LpqMbz89mPL+jXYFBiDFn0Tci8dwna3ffD33wv3TZsRciEXKoN+TDzaE7joZRGoCFIcAnJ+i884p3X8+HGsXbtWzIFzSEmQY3umd0YvbaxrBccNuCRQIMHS/4/jTvB63GXaQpctwNU3WLuNippUJLXenzDve86/PVBWpOJMwRWcLymA5h5ws7MZyfkXkKfvFMn06mJEKguRpUhHkiIHrTcB3DEhs+IaLjT0rfPq0FfiUl4CovPSkKMy3i+eh3GbqpGQl43qLg5Ix3ZxyM85i7EalVrNbxdYoGlQIDu9BOrOLpg5dFOpoTerobyWiOMhhxAZn45mkxHKzERkFVWhTWuEqbUaV7PSkRgfj+LqNmi1emjry5CUWYgWrRn6pnJcjjqE4MPHcSGjAoZ2EzTVRbhw5hTCw4/gyJFwhIdHIqOsHmruPRwn4CIvWp0JHdd1KL92DWV1Glg6zGIJhjhwU1WJKxHHcOjwKVxTNkHVUonM5GRUNBvE0o6GqkLEXbqIzIxs1KnNMGmaUVqUg4ySOrEMojLzHI6GhSAsIgHlDRqYLTrUKTJxJiwUh8KO4HRSMbQm45iXfNgTuNieCEp8Oce3hRUVFcLj4zNOIXF5BJ0a/mZ75qkSBDk+G2tbHHfgGishky2d7cA1NrCYSKloaNb0hkKXomEbYDKzcd03SJVKA73JjI7OTnCNkk6tBleU9y1d6FttbjKaYG5v7/uCVP/n8sSaLbVKDNPMlk50dnSIlfYaEa9Hu6VD9Ojs1Ts6LDDqxt5h2uJx3bdXLQxmk1jacP+ZWqw3M3d0oLPTItalabiK3sRV8yrwRBWtzoh2sxlGAT58poHeYBQfn+En/zjk7ujoRIfFLOTAZyJPZ4fg3WK+v+ZrcL0P+t/ewCU5GPyyPcGLk/Cc66L3RR2RTo7GuGTi0KFD4n/q4UH0D38uA9cYeuThQuNvGbi+/RX8aHKbiM8eDbgmhxzsDVzUM0dGBDBu6+EKeb5ZjI2NBcGMXhaHh3zGYfrYvfk+ecvA9QjApSwvR3py2kRyjsaFlvysXBQWWDNUnByNWQJRCbjYmCbCNIRE1+O8S8DFOSf+/zjLflhZBC7Kl/NYfHPIjexcs8Uj3vnyTop/WBmjxcnAZSNwmbhWRVmCd73mY2awC2YfcnXIMCtkE97cPhfJ+RloN5rtZvCjGet4PZOAy5rJ+fGiZbzKlYDL3pusJX7YIXBOi0NFBtJDuRO4pDTW3GXgshW49AYUVinwjPvH+NGG9/DTjR84ZPiJ8/v48cb3kFycCYvBMYGLDYav5rnExprGM5nSEiD4po87WmwFi4nErwxcNgKXpMTm1hb8ZwiqQRPsEu+OdGdjdtRhoqQnR+JRPrq5f0MolWptoKFz/5jhP0Egr9bKR05vvU3JMhubzJy4sl0OsgxkG5BtYDLZwIgPwrJnlYMsA9kGZBuYyDbg1NXVBTnIMpBtQLaByWQDTn0rjQevOn68/3PnNwUy3vU4UvmUGcOT4OlJ1v24+KW9jbf87FGHNfJwBL1Zw++owGWxWMQn1/nJdoYbPT3faghUZE9PzwiQYllctzG4TKYbb8OyRggTLS1lxXUuvNubNp6NJG3LeNS6b968CSnws+y0Ef7mnbzxfv36dRGkdLQ3PqON3Oy3P/6mvUhpeGd5o9HHMkk/+RgeL9XPcnmo3fD44b9ZJ+lg/cPjWAdP9Bwos5+v4eke9Hus/Dwo//DnpEXSG2UjtUXKefDv4fkm6+9RgYvK4JoPbqzNzclBuUIhhPIgsOFzvnKVTjuU0tHAykpLxQFiNCSWyWOXmY4NU0o3WYU3HnTT4LipmSuMKSPqYjzqGa3M27dvIyM9HdFRUUI3tuqH+dhgeAomJ3zzcnMHPkXFZ+SLjYnbPLh/jUcVMR3tjHvauJ6KZ61xfyQ/ZcU9bWyYlRUVyM/LE3ap0+tH2A/rpbz4NRme3EFZSnzyOW2Qm3xp0yxfihvtzrJYJ8uh3Up6kHg7HBo6sL+OadhWuBaM8aOVN/jZ4LLJj7SPbyx5B5fD/0kX6Yw4dUrIkIBMmfI4ZD5n/ODfttQxvM6J8HtU4Lp79y727duHhQsXYvu2bTgSHi6EwP0kjLt3754IUm/E31Te1q1bRYOjUVJAd+7cEQbLODaKiMhIfPnFFwg9dEgYLctjXpbJXo29LX8zHwUu9cq9vb0DdTINn/POi3FMK/XGjCNdjKeApd8S7RL9UjzTChru3RvoWZmH9A4un89Yj5Sf9UkKZFk8k1SiRcov9dQivl9md/vr4TPGM+1g2u/09orGxeN7SINUB9NRrnxGOigjqWHeun1b8MA4liulk+qX6JFkLd0ZT0NnHklf/L5gTXW1eM44STakm3UO1wXLoEwYJC+Gz9paWzH/66/BQ+N27tghwIKN+/133xXnLjF9bm4ufH19ERcXJw6Yo224ubqKT2itX7cODNu3bxfbQxobGkR5WzZvxupVq7Df33/APigjyoRXa2urABHyw2eM4/+kKTExERudnbFnzx7s3btX2CBlRvlTRhK/Ep8EOm4QZlpOVHf1ezIsj0BL+bMT/rqfT4IFL8qMgeWy3sHyZj3Mx/15s2bOhKenJ7y9vQV4ibyD2phkT9Qvy5F0Rf0yjs8k3nhGHctlnQRCHtpHfskLf2/u/800zMPn5J208X8+o6ykZ4Nppn3wOW1Aool8SLb5JO6jAheJ89m9WxiY0AQgvtjs5+eHbw4cQMA33+Cbb74RngF7UB4CRiGyFwsICMD1GzfEb26m9Nq+XRyQT4/szOnTArRYJk8wpfEFBgRg//794mOR3I5AwOTGSx5xQYGxAXP3OOv09/MTmzRJH78gTYXzfB9uJeAeLHoqVAyNir9peCwj89o1+O3bJ8oQtB84IDZ6UuD0ANl4DuzfL3pQqdHzqyMs/+SJE2L9EsulhxAYGCgMmaewsmEwPevavWsXwg4fFgbOtOSdgE1j40c49+7ZgwMHDuBgUJAwdhoVDZ30XU1LE4cj0jgIGju8vASvzC81Psq3ob4ecbGxoo6oyEhcy8gQcuZZ3Sw/Pi4OyVeuoK62VjT2CqVS0Me83B9GHhmoI/LBvWJFhYWCfsoiKipKgAyBhMMOghh1xMAGHBkRIToxypDPmI7eUPDBg8Iu2EBIL3km0BB4qHfpIlDNmztXAAfXKxHICEyUIX+vW7tWpGfj47nkpSUlIitBjjyxPNLFtEsXLxbyI29Sfm7ZiYyMxC5vb9Fo2Ril0N0PXJtcXIRN0a6Ylw2ee+ioM9oCQY1lpCQnC9lQJ5QV7Zx2R53xNM+goCAhHwKXl5fXwBEtlIVkq9Q7j3Thb6ant0daezgSKSuD84YNovGTSQKj0EtAgNAR2xc9RwJxwuXLAuiYJykxUXh2x44eFfRSNrHnzwtgon5oowQiHpl+KCRE/E8bo6xDgoMFD/R4z509K9otQZn5CUSUB22JMqCdBAcFgftxyQfbA9s/TyklreTjSQCWVOeowEVhsKF/PW+e6AHZSMj47FmzBFDQC1u9erVw6an0DevXC8YpWPaGVC6Z27Z1qxB+amqqMDg2Enc3N7ErnI2EJyTOmTVLeGnMQ5DjAftpqanCEChwKp5u8Iply7Bz505hQGwg7JmpKFdXVwGwBM/du3cLxfBsnx07dog62Qg49Fg4f75oXATeBQsWoLikRIDjVk9PASZBgYGifCqP5wjxXGyWz+Nl2SBowDRKAgSNhkbHoQGHL/yfAEr6yBN7K+YjEBMcKBN+JIAG4bJxo5AN6acx8KKspWNu6Z3QIyXIkQeCL8GAsiAgU9asi42HQEYwYCPn11PYq9LDaW1pgeumTaLxEkQYUlNShLdLXggA7OmpI/JIuukB8OsrpJPDM4ID0xCghPyXLxfgdzomBmvXrBG6LS0rE42cQEv5swzSShlSNnPnzhWyYbm0DXZWTMuzx0kHaWfdbDQEEpbLLSkEEdrXypUrhb0QRPic8bQHypRyampsFA2I/FHH06dNE7KjfBYtWiQ6Q9JCY6f++CXlTz/5RHhubIy8CMjsOMnv5s2bhb0SaJYtWybkQH7o5VEGrIef0uK56dRdc0uLAFrKiHzxiBYOs5ctXSrshB0P7ZlOANOTRpZH/iirr778UuiJdk/5+Pv7Y+mSJaLTozdGnZJ2VxcXcYYVZUwd01Zox9QfOy/aEvVCb5JpaH/pV69izZo1YhhOIOPRRGtWrxZyJPjTu6UjwHa4YP58UX9+QQFWrVolnhH82bb4nUvKnXWwo1q0cKHoICkLyUuTwMSe91GBiz2L7969QqnsdWlUJJSNgj0sd9FTubz4WW8Pd3chYAqPQEBhEDDIKI2fx1pQeOxF+PVaGqFkrGzI3GxJBOeXhJmeQEdDoyDYcCUP8FJ/Q5cUx/qZlg2Dhrdt2zYxf0LjopdGo6VwebGhk1Z6XzQy0kPe2MvTY2P9VBB3sfMIDoIUr8SEBDFcJo2Mp/HzogHRw6PnRyCnG81Gta7fKyDoELg4F0IvixdBji48+WIexvNiT8iGwR6ZoELZcH6Chsb6yAflyYYwY8YMYVz0zHixFyRY8qK82VOSFtJHuTMvA+knwNJoCdLUES96YgRj9tR8RvmTDoa169aJRkb5s/ES0HjR4DkHx4sdDm2FuiXNlCPro82sWLFCyJuNlDxR/tQVvRf29PRKqRfJFihf2gbzb9iwQfDDvKSd8zRzZs8WwE0+CF4EAMqStklvf+WKFSI/QZ6dBcGJcSyvtqZG0EkZUm8rli8X4EF7pL7pNRPseZE+glhnV5cYZhGo2JBpS6yXQMQ8HNbTPhjHuVwCCTt9gio9XwJIQX6+8MZpjwQtlkG6SceqlSvFPB555DPSQHkwHT1DPucUhOeWLUJ27NCnffyx6FQ5x8eLYDdY//T+mP/E8eNCZzyFgXQcPXJE/Kanz3jKimDJi3Wx7QUGBYl2w2fUP22V9LLd0+vjtc/XVwA9n7Mce4LV4LoeCFx7fHwEegtqAdDVphdBQ2WvLAEXjYBgRcPiUImTu8ePHRMKpiHS6HiRSfai2f3GT2Bi46MHQdeVDZTxBBEqnw2ABk0B8TeHFJcvXRJlscem4fOiwAkSTM/Gzzh6NvQQ2djJLOtifjZkGpQEXDQM1knQo9Gxh6KnEB4WJjwNls+GTU+OjZKgwnJZHns3en5sHDRyAiEbNmVEXgkA9DA47PDeuVPQymHJxo0bRTwbMF10GhV7XLrglC1lRhlQnjRs9tLkjbyw0fAZ6bl44YKokyDCoQwvyiQ4OFj8zw6BniMbMRsuhxwsm0Nw5mFvzov0EexIO2njfAovGvXy5cuFXChDyoaT5bw4LKbcKQfKnh45LwlIWB/ppryoW+ni8Jq9OHVKu6FHxYbK8gl0kkdAfulFSp0E87NDYTz5oE7IM22yq7NTgBMn+NkJtba1CX75PxspgYtvxbOzsrB82TLxm/VT7wQoekTUN2kjvdQHGzv1SDo4bcHOkQ2f9Gzx9BTxEk/sBPz8/cVP2gADgYYjEdZNz5108KJ8aNO8U77UEWUlXRfi48Wwk22G7YJOAjshOgb0tmm/lAFllpWZKbJRDpxu4cWRBqc9CP6clybQkX6WI36npYk2Qnsnr7R/dkocBbHTE96hj48oizxLMmAnSI+NF71ThgkJXAQKAteSxYuFIAhInLPgIfecB6Dnw+EWFcnGRveSngbHzTqtVngQNGw2WA4FONam4bF3I9JTmGyc/GQ662BvxLIIgMzD3oyGyLkyGjWNgXNfrIP1tTQ3i96D9PAZAYIKKFMoxDCAQzmCB4UrAReBhCCTz3mWOXOQlZ0taOKcC3tQGjrnGGhsbHRUJsunAbHBkgZ6CGz87KHopdDoaEyzZ88WoEHeOATi5btnjxhOcUjKXpBGKjUmxrMXY3r2mHTDGc+3V2xErHP9+vXCENk4yQeBi0BJwGxobBTgweGfALMVK0QvTzCkUbNBcvhJeZIX5iUQsj42fOqTAEiQpnFzaMPhleBr714xFObcFIeRbCikjR4VvV82bHqQ1DlBnEMjekAc2l5JShKNnTJkPRzusMNgL005sTGzLKlD4nCMDZv8sbHRCyK9bNgETaalN0fvjnonLeSDOiWftDfqgOnZOMkfZUjAoawlj4sy1Ot0ojMhj9QtQZ46ZYOlLEgfGyg9S3ZsnN+kblg/wZ6eNRs/O2XaBYdqfFvK4S7rZXn0uNl2aE+knTQTDKT07NRJL/VBHXG4xnpo2znZ2cJR4AsudpK0MwIS07OjIb/slOjdkVfqtrCgQMiL9sMOgXYjDU85ZCTdtGl2OvTm+Jt6kkCa9FIG9DQpB+qc7YQyYrviiID6ps1JowPKhGVMSOCi4ikcGjUZ5vCKKE1h0zPh/+JLO42Nwpg5EUhEJuPMS+OjkNiLkmGOtxlHsMrNyxNC50mI7LHZ8Ag8VBbz0SNib8z8fItDIyUIMY4C55CA+aqrqoQxMT/jGdiwSAs/1U6FM6+Un7SzodIDYH0sj4ojcNLApTqpEGlujcbKCWLyJNVBGkgj35rxosJpZOSRXgvLZ3o2RA6NJO+JZdHISQ/Lp3FwLot56vtf/ZN+Dtkoc9LDYR2HKxIPlD0Nk+UT2MkTQYA0ch6IjZrDX9bNBsxeWcix/5U5GxLlzHSkjToxUif9Sw5YHsGHumU61k2wYaOmziUZNDc1Cc+aMmQ6ypMyJG1MQxmSF77qZ17yw7pJC18YkGamY2fGPOSPvDIN74zjUEXkTUoSHQd550Qx46lb1k2vhXUxUO7Mz3pZHudEOdFMEJXkR5mwTHoTpIWAxnJJP+VJesi/ZCv0WOmVUN5MR9tjPWwPTEcbJK2slxPpHCLSNlkOQYpyZnrKenB65uFz6p56oz1VVVYKsOed/LBMelmUFeXNtOzcSQ/5p9xIM4GHcuFQjvIgv0xHfZFu0sy8tCvWy9+ki2lIA0GU3he9ZoIu2yxtlZ0k6WAepqW8eNGhoVcnxVG2TyKMOlSksCiA2/2vTLlgjwywZ+OdgEIFUTBkgMxLv8kEBcs4UUb/K3rm42+WwV6IgEahMy8DyxmeXhLIAD39dfI3y5HyMy/T8k5QYN1SXt6l9HxOOkgrA8GZ3gAbH5UmgZ2UfnD5fMbypbxMy//ZsDnnxnqZnuUzLXnhM+ZhWsZJvxnH3pSGyXr5W5IBaWRalj2cD5bNdOSJeVguy+czpudvyoX5+D/rk+iR0kn0MD3jGJiO5TEvn0u0MI6/pbIlWbJsPpPkyfz8zTIkubMe6bkUx/SsQ0rD/yV+BtPHeIkn5mU60iLRxXjWNbw+xrMOyp8eMYGHtEr1MT3LY+BzppP4528pnvXxtyQX5pdkKqWXyiDd1Bfr4khBoovxTCvSD6pTooX5JFqksgbLh7wwML1EC+li4DOJRvLA/0mDlJ40sCym4//kg3RIvxnHtHzGeE4VEFil+gfbqii/X658zrkzjphIv1Qmy7V3GBW4xpsIMvwkmZb4o/AlBUvPrL3bWgbrZV5r65PTj62R2Fu+ttrBRNAnZTXW9jhR2u4TAa6J1GAfBy22lGFLnolg5JOFBnvLl/XZu87HpQtraLcm7eOib7RynghwjUaI/GxsnoQsJ1lOsg104P8Dtqnw8XZCScwAAAAASUVORK5CYII=" 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</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="5f165f70155f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@873428fd9e4c4333ae666c8def8eae86" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@ba57831de50b48edb787831f0daaa316">
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<p>- <strong>Διαγραφή</strong> περιεχομένων κελιών</p>
<ul>
<ul>
<li>Επιλέξτε τα περιεχόμενα του κελιού που θέλετε να διαγράψετε από το κελί</li>
<li>Πατήστε το πλήκτρο Delete</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>