Lan-orri Dinamikoek beraien informazio garrantzizkoena eta metadata laburtzen duen [i]Ikuspegi Orokorraren Orria[/i] dute. [i]Ikuspegi Orokorraren Orrian[/i] sartzeko lan-orriaren goi-eskuin aldean dagoen [img]https://www.geogebra.org/wiki/uploads/thumb/b/bd/Stylingbar_dots.svg/16px-Stylingbar_dots.svg.png[/img][i]Menuko [/i][img]https://www.geogebra.org/wiki/uploads/thumb/c/c8/Menu-help-about.svg/16px-Menu-help-about.svg.png[/img] [i]Zehaztapenak[/i] ikonoan klik egin dezakezu.
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[/img]
Hauek dira[i] Ikuspegi Orokorraren Orrialdean[/i] dituzun aukerak:[br][br][b][img]https://wiki.geogebra.org/uploads/thumb/d/d1/Menu-edit.svg/16px-Menu-edit.svg.png[/img] Editatu[/b] [br][i]Editatu[/i] aukerak [i]Lan-orri Dinamikoan[/i] aldaketak egiten utziko dizun [i]Lan-orri Dinamikoaren Editorea[/i] zabaltzen du.[br][u]Oharra[/u]: Aukera hau Lan-orria editatzeko baimena baduzu soilik egongo da erabilgarri (adb., egilea bazara).[br][br][b][img]https://wiki.geogebra.org/uploads/thumb/8/8c/Menu-edit-delete.svg/16px-Menu-edit-delete.svg.png[/img] Ezabatu[/b][br][i]Lan-orri Dinamikoa[/i] zure GeoGebra-kontutik ezabatu egiten du.[br][u]Oharra[/u]: Aukera hau jatorrizko egilea bazara soilik egongo da erabilgarri.[br][br][b][img]https://wiki.geogebra.org/uploads/thumb/7/76/Menu-edit-copy.svg/16px-Menu-edit-copy.svg.png[/img] Kopia Egin[/b][br]Zure GeoGebra-kontuan gorde eta edita dezakezun [i]Lan-orri Dinamikoaren [/i]kopia sortzen du, bere egitura zein edukia berrerabili edota baliabide eratorria sortzeko.[br][br][b][img]https://www.geogebra.org/wiki/uploads/thumb/f/f6/Icon-heart.svg/16px-Icon-heart.svg.png[/img] Gehitu Gogokoetan[/b][br][img]https://wiki.geogebra.org/uploads/thumb/f/f6/Icon-heart.svg/16px-Icon-heart.svg.png[/img] [i]Gogokoak [/i]ikonoak [i]Lan-orri Dinamikoa [/i]zure [i]Gogokoetan[/i] gehitzen du.[br][u]Oharra[/u]: Zure baliabide gogokoenak aurkitzeko zure profil-orriko [i]Baliabideak[/i] fitxan dagoen 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]Gogokoak[/i] ikono beteak irekita duzun baliabidea dagoeneko zure [i]Gogokoenen[/i] artean badagoela adierazi nahi du.
[button_small]Ikusi Lan-orria[/button_small][i] Lan-orri Dinamikoa[/i] ireki eta ikusteko balio du.[br][br][button_small]+ Gehitu Liburuan[/button_small] [i]Lan-orri Dinamikoa[/i] zure [i]GeoGebra-liburuetan[/i] gehitzeko balio du. Liburuok aldez aurretik sortutako Liburuen zerrenda batetik aukera ditzakegu edo, bestela, Liburu berria sor dezakezu.[br][br][u]Oharra[/u]: Aukeratutako Liburuak hainbat kapitulu baditu, nahiago duzun kapitulua goitibeherako zerrenda batetik hauta dezakezu eta Lan-orria kapitulu horren bukaeran txertatuko da.[br][br][button_small]Jaitsi[/button_small] Lan-orria zure ordenagailura hainbat artxibo-formatotan jaisteko balio du.[br][u]Oharra[/u]: [i]Lan-orri Dinamikoa[/i] jaitsi ahal izan aurretik, GeoGebraren [url=https://www.geogebra.org/license]lizentzia ez-komertzialaren baldintzak[/url] onartu beharko dituzu.[br][br][button_small]Partekatu[/button_small] [i]Lan-orri Dinamikoa[/i] GeoGebra-komunitatearekin hainbat modutan partekatzeko balio du. Argibide gehiago behar izanez gero ikusi [url=https://www.geogebra.org/m/q7ppfekc]Nola Partekatu zure Lan-orri Dinamikoa[/url]. Beste aukera bat beste webguneetan txerta dezakezun Lan-orriaren GeoGebra-appletaren txertatze-kodea eskuratzea da.
Posible da [i]Lan-orri Dinamikoaren Ikuspegi Orokorraren Orrian[/i] iruzkina idaztea. Idatzi zure iruzkina eta sakatu [button_small]Gorde[/button_small].
[i]Ikuspegi Orokorraren Orrian[/i] aukeratu duzun baliabidearekin erlazioa duten beste baliabide batzuen informazioa aurki dezakezu:[br][list][*][b]Eratorritako Baliabideak[/b]: Aukeratu duzun [i]Lan-orrian[/i] oinarritutako baliabideen zerrenda erakusten du.[/*][*][b]Erabilitako Baliabideak[/b]: Aukeratu duzun [i]Lan-orrian[/i] erabilitako baliabide guztien (adb., Appletak, Irudiak) zerrenda erakusten du.[/*][*][b]Antzeko Baliabideak[/b]: Beharbada gustoko izango dituzun antzeko baliabideen zerrenda erakusten du.[/*][*][b]Liburuak: [/b]Aukeratu duzun [i]Lan-orria [/i]duten Liburu guztien zerrenda erakusten du. [br][/*][/list]