"Eleganza in Movimento: Stili e Tecniche per Capelli Corti e Lunghi"

Scopri l'arte dell'eleganza con "Eleganza in Movimento: Stili e Tecniche per Capelli Corti e Lunghi". Questo libro ti guiderà attraverso le ultime tendenze e le migliori tecniche per creare look unici e sofisticati, sia per capelli corti che lunghi. Con consigli esperti e illustrazioni dettagliate, potrai scoprire il tuo stile personale e imparare a gestire i tuoi capelli con cura e attenzione. Guarda il video seguente per scoprire di più:

Índice
  1. Stile capelli corti mossi per un look sempre alla moda
  2. Tecniche per creare belle pieghe sui capelli lunghi con facilità e stile
  3. Pieghe perfette per capelli corti spettinati con stile

Stile capelli corti mossi per un look sempre alla moda

Il stile capelli corti mossi è un look classico e sofisticato che non passa mai di moda. Questo tipo di acconciatura è perfetta per chi vuole avere un aspetto elegante e raffinato senza dover spendere troppo tempo a pettinarsi. I capelli corti mossi sono ideali per chi ha un viso ovale o quadrato, poiché creano un equilibrio perfetto con le linee del viso.

Per ottenere questo look, è importante scegliere un taglio di capelli che sia adatto al proprio viso e al proprio stile. Un buon parrucchiere potrà aiutare a scegliere il taglio giusto e a creare un look personalizzato. Inoltre, è importante utilizzare i prodotti per capelli giusti per dare volume e texture ai capelli. Un buon shampoo e un condizionatore possono aiutare a mantenere i capelli sani e mossi.

Per completare il look, è possibile aggiungere alcuni accessori per capelli, come una fasatura o un nastro. Questi accessori possono aiutare a creare un look più elegante e raffinato. Inoltre, è possibile utilizzare un ferro per capelli per creare onde e ricci più definiti.

Stile capelli corti mossi

Tecniche per creare belle pieghe sui capelli lunghi con facilità e stile

Le pieghe sui capelli lunghi possono essere un ottimo modo per aggiungere stile e eleganza al tuo look. Esistono diverse tecniche per creare belle pieghe con facilità e stile, adatte a tutti i tipi di capelli.

Una delle tecniche più popolari è la piega a onde, che può essere creata utilizzando un ferro arricciacapelli o un arricciacapelli. Per creare questa piega, basta prendere una ciocca di capelli e avvolgerla intorno al ferro arricciacapelli, mantenendolo per alcuni secondi prima di rilasciare. Ripetere il processo per tutta la lunghezza dei capelli.

Un'altra tecnica è la piega a ricci, che può essere creata utilizzando un arricciacapelli o un ferro arricciacapelli con una bobina più piccola. Per creare questa piega, basta prendere una piccola ciocca di capelli e avvolgerla intorno all'arricciacapelli, mantenendolo per alcuni secondi prima di rilasciare.

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

Per creare pieghe più definite, è possibile utilizzare un prodotto per la definizione delle pieghe, come un gel o una crema per capelli. Questi prodotti aiutano a mantenere la forma della piega e a prevenire che i capelli si appiattiscano.

Inoltre, è importante utilizzare gli strumenti giusti per creare le pieghe, come un pettine a denti larghi o un pettine a denti fini, a seconda del tipo di piega che si desidera creare. Con un po' di pratica e pazienza, è possibile creare

Pieghe perfette per capelli corti spettinati con stile

Per ottenere pieghe perfette sui capelli corti spettinati, è fondamentale utilizzare gli strumenti giusti e seguire alcuni consigli di stile. Innanzitutto, è importante scegliere un pettine adatto al tipo di capello e allo stile desiderato. Un pettine a denti larghi è ideale per capelli corti e spettinati, poiché aiuta a distribuire uniformemente il prodotto e a creare onde naturali.

Una volta scelto il pettine giusto, è necessario applicare un prodotto per capelli che aiuti a definire le pieghe e a mantenere lo stile. Un siero per capelli o una crema per capelli possono essere utili per aggiungere lucentezza e protezione ai capelli. Inoltre, un olio per capelli può aiutare a nutrire e a proteggere i capelli, rendendoli più sani e luminosi.

Capelli corti spettinati con stile

Per creare pieghe perfette, è importante asciugare i capelli con un asciugacapelli a bassa temperatura e utilizzare un diffusore per aiutare a distribuire il calore uniformemente. Una volta asciutti, i capelli possono essere pettinati con un pettine a denti larghi per creare onde naturali e pieghe perfette. Infine, un fiore di stile può essere aggiunto per completare lo stile e rendere i capelli ancora più spettinati e alla moda.

Concludiamo l'articolo Eleganza in Movimento sottolineando l'importanza delle tecniche e degli stili per capelli corti e lunghi. La scelta dello stile giusto può trasformare completamente il nostro aspetto, donandoci un'aura di eleganza e raffinatezza. Speriamo che le nostre suggerimenti siano stati utili per scoprire il vostro nuovo look.

Elisa Rossi

Mi chiamo Elisa e sono una redattrice per il sito web Perfect Crazy, il vostro portale per parrucchieri. Sono appassionata di tendenze e sempre alla ricerca di nuovi consigli e idee per il trucco. Condivido la mia passione per la bellezza attraverso articoli informativi e ispiranti, aiutando i nostri lettori a esprimere al meglio la propria personalità attraverso i capelli e il trucco. Sono sempre aggiornata sulle ultime novità del settore e mi impegno per offrire contenuti interessanti e utili per tutti gli amanti della bellezza.

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