"I Cani da Guardia più Efficaci: Pastore Tedesco, Dobermann e Altri Giganti"

Se stai cercando un compagno fedele e un valido alleato per la sicurezza della tua famiglia e della tua proprietà, allora dovresti considerare l'idea di avere un cane da guardia. Tra le razze più efficaci e popolari ci sono il Pastore Tedesco, il Dobermann e altri giganti come il Rottweiler e il Kuvasz. In questo articolo, esploreremo le caratteristiche e le abilità di questi cani da guardia eccezionali.

Índice
  1. Il pastore tedesco è il cane ideale per fare la guardia
  2. I cani di taglia più grande sono i Mastini e i San Bernardo

Il pastore tedesco è il cane ideale per fare la guardia

Il pastore tedesco è considerato uno dei cani più intelligenti e leali, caratteristiche che lo rendono ideale per svolgere il ruolo di guardiano. La sua origine come cane da pastore e da lavoro gli ha conferito una forte istinto di protezione verso il suo gruppo e il suo territorio.

La sua intelligenza gli consente di apprendere facilmente i comandi e di adattarsi a diverse situazioni, rendendolo un cane molto versatile. Inoltre, la sua lealtà e il suo attaccamento alla famiglia lo portano a difendere con vigore ciò che considera suo.

Il pastore tedesco è anche un cane molto energico e attivo, che richiede regolarmente esercizio fisico e stimolazione mentale per mantenersi sano e felice. Pertanto, è importante fornirgli abbastanza spazio per correre e giocare, nonché addestramento e attività mentali per sfidarlo e mantenerlo impegnato.

pastore tedesco

In generale, il pastore tedesco è un cane eccezionale per chi cerca un compagno leale e un guardiano affidabile. Tuttavia, è importante ricordare che ogni cane è un individuo unico e che la sua personalità e il suo comportamento possono variare. Pertanto, è fondamentale conoscere e capire le esigenze e le caratteristiche del pastore tedesco prima di decidere di portarlo a casa.

I cani di taglia più grande sono i Mastini e i San Bernardo

I cani di taglia più grande sono considerati tra le razze più imponenti e maestose del mondo. Tra questi, i Mastini e i San Bernardo sono due esempi emblematici di cani di grandi dimensioni. I Mastini sono noti per la loro muscolatura robusta e la loro testa grande, con un peso che può raggiungere anche i 100 kg.

I San Bernardo, invece, sono originari delle Alpi svizzere e sono stati selezionati per la loro capacità di aiutare i monaci a trovare e salvare i viaggiatori smarriti nella neve. Sono cani di taglia gigante, con un'altezza al garrese di circa 70-90 cm e un peso che può raggiungere i 120 kg. La loro pelliccia spessa e impermeabile li protegge dal freddo e dalla neve.

Entrambe le razze sono note per la loro intelligenza e la loro lealtà nei confronti dei loro padroni. Tuttavia, richiedono una cura e un'attenzione particolari a causa della loro taglia e delle loro esigenze fisiche. È importante fornire loro abbastanza spazio per muoversi e esercitarsi, nonché una dieta equilibrata per mantenere la loro salute.

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

In generale, i cani di taglia più grande come i Mastini e i San Bernardo richiedono una responsabilità e un impegno significativi da parte dei loro padroni. Tuttavia, per coloro che sono disposti a fornire loro la cura e l'attenzione necessarie, possono essere compagni fedeli e amici per la vita.

Concludiamo il nostro articolo sui cani da guardia più efficaci, come il Pastore Tedesco e il Dobermann. Questi giganti della razza canina sono noti per la loro lealtà e protezione verso i loro proprietari. Sono cani intelligenti e facilmente addestrabili, rendendoli ideali per il lavoro di guardia. La loro presenza può essere un deterrente efficace contro gli intrusi, garantendo la sicurezza della famiglia e della proprietà.

Andrea Conti

Sono Andrea, un giornalista appassionato di animali e collaboratore della pagina web La Favola del Lupo, il portale dedicato agli animali domestici. Mi occupo principalmente di cani, approfondendo argomenti come accessori, addestramento, alimentazione e salute. Con la mia esperienza e la mia passione per gli animali, cerco di fornire informazioni utili e approfondite per aiutare i nostri lettori a prendersi cura al meglio dei loro amici a quattro zampe. Sono sempre alla ricerca di nuove storie e curiosità da condividere con la nostra comunità di amanti degli animali.

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