Zure GeoGebra-baliabide guztien zerrenda zure GeoGebra Profil-orriko [i]Baliabideak[/i] fitxan ikus dezakezu. [br][br]Han, zure baliabideak edota agerian dauden beste erabiltzaile batzuenak bilatzeko, Bilaketa-eremua erabil dezakezu. Gainera, goitibeherako menuko iragazkiak erabil ditzakezu Liburuak zein Lan-orriak iragazteko, esaterako.[br][br][u]Oharra[/u]: Agerian dauden beste erabiltzaile batzuen [i]Lan-orri Dinamikoak[/i] bilatu, kopiatu eta baliabide eratorriak sor ditzakezu.

Zerrendako zure GeoGebra Lan-orriren bat aukeratu ostean, lan-orria ireki egingo da. Goi-eskuin aldean aukera hauek dituzu erabilgarri:

[img]data:image/png;base64,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[/img]

Txunditzeko moduko baliabideak bilatzeko, [img]https://wiki.geogebra.org/uploads/thumb/6/6e/Menu-file-open.svg/16px-Menu-file-open.svg.png[/img] Bilatu ikonoa erabil dezakezu.

[img]https://wiki.geogebra.org/uploads/thumb/f/f6/Icon-heart.svg/16px-Icon-heart.svg.png[/img] [i]Gehitu Gogokoeta[/i]n ikonoa erabiliz gero, [i]Lan-orri Dinamikoa[/i] zure [i]Gogokoetan[/i] gehituko da.[br][u]Oharra[/u]: Zure baliabide gogokoenak bilatzeko, zure Profil-orriko [i]Baliabideak[/i] fitxako bilaketa-eremuko [img]https://www.geogebra.org/wiki/uploads/thumb/b/b3/Icon-heart-filled.png/16px-Icon-heart-filled.png[/img] [i]Gogokoak[/i] iragazkia erabil dezakezu.[br][u]Oharra[/u]: [img]https://www.geogebra.org/wiki/uploads/thumb/b/b3/Icon-heart-filled.png/16px-Icon-heart-filled.png[/img] [i]Gogokoa[/i] ikono beteak jada zure [i]Gogokoen[/i] artean dagoen baliabidea ireki duzula adierazi nahi du.

[img]https://wiki.geogebra.org/uploads/thumb/3/33/Menu-file-share.svg/16px-Menu-file-share.svg.png[/img] [i]Partekatu[/i] ikonoa erabiliz gero, baliabidea partekatzeko hainbat aukera dituen abisu-leihoa azalduko da:[br][list][*]Baliabidea argitaratu nahi duzun taldea aukera dezakezu.[br][/*][*]Partekatze-esteka eskura dezakezu.[/*][*]Esteka korreo elektronikoz bidal dezakezu.[/*][/list][br]

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[/img]

[img]https://wiki.geogebra.org/uploads/thumb/b/bd/Stylingbar_dots.svg/16px-Stylingbar_dots.svg.png[/img] [i]Menua[/i] ikonoak aukera gehiago ematen ditu:[br][list][*][img]https://wiki.geogebra.org/uploads/thumb/3/33/Menu-file-share.svg/16px-Menu-file-share.svg.png[/img] [b]Partekatu:[/b] Baliabidea talde batekin partekatu, partekatze-esteka eskuratu edota esteka korreo elektronikoz bidal dezakezu. [/*][*][b][img]https://wiki.geogebra.org/uploads/thumb/0/09/Icon-edit-worksheet.svg/16px-Icon-edit-worksheet.svg.png[/img] Editatu Lan-orria:[/b] [img]https://wiki.geogebra.org/uploads/thumb/d/d1/Menu-edit.svg/16px-Menu-edit.svg.png[/img] [i]Editatu [/i]ikonoa erabiliz gero, [i]Lan-orri Dinamikoan[/i] aldaketak egiten utziko dizun [i]Lan-orriaren Editorea[/i] zabalduko da.[br][u]Oharra[/u]: [img]https://wiki.geogebra.org/uploads/thumb/d/d1/Menu-edit.svg/16px-Menu-edit.svg.png[/img] [i]Editatu [/i]ikonoa Lan-orri hau editatzeko baimena baduzu ikusiko duzu soilik. Ez bazara Lan-orriaren egilea, Lan-orriaren kopia egin eta eratorriko baliabidea sor dezakezu.[/*][*][b][img]https://wiki.geogebra.org/uploads/thumb/e/ef/Icon-add-to-book.svg/16px-Icon-add-to-book.svg.png[/img] Gehitu Liburuan:[/b] Lan-orria lehendik sortutako zein liburu berri batean gehi dezakezu.[/*][*][img]https://wiki.geogebra.org/uploads/thumb/c/ce/Icon-copy-worksheet.svg/16px-Icon-copy-worksheet.svg.png[/img] [b]Kopiatu Lan-orria: [/b]Zure profilean gorde eta edita dezakezun[i] Lan-orri Dinamikoaren[/i] kopia egiten du, bere egitura zein edukia berrerabili ahal izateko.[br][/*][*][img]https://wiki.geogebra.org/uploads/thumb/c/c8/Menu-help-about.svg/16px-Menu-help-about.svg.png[/img] [b]Zehaztapenak: [/b][i]Lan-orri Dinamikoaren [/i]ikuspegi orokorraren orrialdera bidaliko zaitu[i].[/i] [br][/*][*] [img]https://wiki.geogebra.org/uploads/thumb/5/5d/Menu-download.svg/16px-Menu-download.svg.png[/img][b] Jaitsi: [/b][i]Lan-orri Dinamikoaren [/i]ikuspegi orokorraren orrialdera bidaliko zaitu eta han [i]Lan-orri Dinamikoa[/i] jaitsi ahal izango duzu.[br][u]Oharra[/u]:[b] [/b][i]Lan-orri Dinamikoa[/i] jaitsi ahal izan aurretik, GeoGebraren [url=https://www.geogebra.org/license]lizentzia ez-komertzialaren baldintzak[/url] onartu beharko dituzu.[/*][*][b][img]https://wiki.geogebra.org/uploads/thumb/3/30/Menu-options.svg/16px-Menu-options.svg.png[/img] Sarbide-ezarpenak: [/b]Zure baliabidearen ikusgaitasuna ezarri eta zer erabiltzailerekin partekatu nahi duzun erabaki dezakezu.[/*][*][img]https://wiki.geogebra.org/uploads/thumb/8/8c/Menu-edit-delete.svg/16px-Menu-edit-delete.svg.png[/img] [b]Ezabatu:[/b] [i]Lan-orri Dinamikoa [/i]zure GeoGebra-kontutik ezabatu egiten du.[/*][/list]