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Inkscape Generale => Inkscape Varie => Topic aperto da: bgiordy - 08 Gennaio, 2022, 09:08:14 am

Titolo: (Risolto) Problema spostamento oggetti con sfumatura
Inserito da: bgiordy - 08 Gennaio, 2022, 09:08:14 am
Ciao a tutti
Sono nuovo del forum e poco esperto di inkscape, anche perché non so disegnare e ho poche occasioni per farlo.

Il primo problema che propongo riguarda le sfumature.
Quando ridimensiono un oggetto con sfumatura, oppure lo sposto, la sfumatura rimane nella posizione e con le dimensioni precedenti. Peggio se devo copiare un oggetto, soprattutto da un file all'altro. In questo caso le sfumature si perdono. La funzione Clona, non va proprio nel trasferire i file.

Dove sbaglio?

ciao e grazie
Titolo: Re:Problema spostamento oggetti con sfumatura
Inserito da: bobol - 08 Gennaio, 2022, 10:21:08 am
Diciamo che le sfumature ed o gradienti impegnano molto la macchina, quindi una domanda spontanea è cosa hai nel "motore"?
Non tutti i PC sono uguali e tutti i software sono vincolati alla potenza del motore, chi più chi meno ne soffrono, ma in particolar modo grafica, foto e video editing
Titolo: Re:Problema spostamento oggetti con sfumatura
Inserito da: bgiordy - 08 Gennaio, 2022, 11:03:57 am
Non mi pare che sia un problema di potenza.
In allegato ho messo l'oggetto originale e una copia ridotta. E' sparita ogni sfumatura.

ciao e grazie

[allegato eliminato da un amministratore]
Titolo: Re:Problema spostamento oggetti con sfumatura
Inserito da: vect - 08 Gennaio, 2022, 11:53:55 am
Ciao bgiordy,

la potenza del motore è cosa importante come accennato dall'ottimo @bobol,
prova anche a schiacciare il bottone indicato dall'immagine a corredo (indicato dalla freccia in alto a destra):
(http://www.inkscapeforum.it/data:image/png;base64,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)

Se il bottone è schiacciato farà in modo che la sfumatura segua l'oggetto nella trasformazione, prova e tienici informati  byeee

[allegato eliminato da un amministratore]
Titolo: Re:Problema spostamento oggetti con sfumatura
Inserito da: bobol - 08 Gennaio, 2022, 11:57:24 am
Si esatto vect credo anche io che il problema sia quello  shaopp
Titolo: Re:Problema spostamento oggetti con sfumatura
Inserito da: bgiordy - 08 Gennaio, 2022, 12:16:32 pm
Magnifico!
Non sapevo proprio dell'esistenza di questa funzione.
D'altro canto non sono un professionista e uso il programma solo occasionalmente per piccole cose.

Comunque, il computer è vecchiotto (7 anni), però ha un processore intel i7, RAM 16 GB, scheda NVIDIA GeForce GTX 745, s.o. windows 10 64 bit

ciao e grazie infinite