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Explicando de uma forma simplificada, você poderá compreender o que significa a textura de uma rocha! Também será apresentado...","preview":{"posterSrc":"data:image/png;base64,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vai aprender que a tinta pva parcialmente ressecada pode transformar-se em uma textura muito interessante, formando naturalmente em alguns lugares um belo craquelado. No passo a passo você...","preview":{"posterSrc":"data:image/png;base64,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Tinta 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si eres nuevo y activa la campanita para que no te pierdas ningúnos de mis vídeo😎👊 🔻 Textura 🔻 https://www.mediafire.com/download/v6... Avertencia 🚫 Si vas a subir esta textura 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gaúcha com textura Finalizei recentemente uma faca gaúcha onde pude aplicar algumas ideias que estavam guardadas há um tempo. No colarinho, dorso e pomo trabalhei uma mescla de texturas...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765537763113008-6523114882325520481-balancer-l7leveler-kubr-yp-sas-88-BAL","isAdultDoc":false,"relatedParams":{"text":"Gaucha 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