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]Liburuak[/i] bilatu, kopiatu eta baliabide eratorriak sor ditzakezu.

Zerrendako zure GeoGebra-libururen bat aukeratu ostean, [i]Liburua[/i] 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]Liburua[/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]

[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/d/d4/Icon-edit-book.svg/16px-Icon-edit-book.svg.png[/img] Editatu Liburua:[/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]Liburuan[/i] aldaketak egiten utziko dizun [i]Liburuaren Editorea[/i] zabalduko da.[br][/*][*][img]https://wiki.geogebra.org/uploads/thumb/1/11/Icon-copy-book.svg/16px-Icon-copy-book.svg.png[/img] [b]Kopiatu Liburua: [/b]Zure profilean gorde eta edita dezakezun[i] Liburuaren[/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]Liburuaren [/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]Liburuaren [/i]ikuspegi orokorraren orrialdera bidaliko zaitu eta han [i]Liburua[/i] jaitsi ahal izango duzu.[br][u]Oharra[/u]:[b] [/b][i]Liburua[/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]Liburua [/i]zure GeoGebra-kontutik ezabatu egiten du.[br][/*][/list]