Omdat we liever voorkomen dan genezen bieden we bij ons op de praktijk
gratis obesitas consulten aan. Tijdens deze consulten bespreken we de
graad van overgewicht en gaan we samen met jou een afvalplan in elkaar
zetten voor je hond. Dit zal bestaan uit aangepaste voeding en daarbij
voldoende beweging. We volgen je huisdier de daarop volgende periode
maandelijks op om zo het afvallen zo goed mogelijk te begeleiden.
Maar liefst één op drie honden heeft last van overgewicht. Als we dit probleem opmerken en aankaarten bij onze klanten dan horen we vaak excuses zoals "Ja maar hij krijgt al zo weinig!!" of "Ja maar als ik een koekje eet, dan wil de hond ook iets hebben..."
We begrijpen dat het niet altijd even gemakkelijk is om je huisdier op gewicht te houden, zeker niet als je hond gecastreerd of gesteriliseerd is. Na sterilisatie/castratie vertraagt namelijk het metabolisme, dit wil zeggen dat je hond nog maar 2/3e van de voedingsbehoefte heeft van voor de ingreep. Na de sterilisatie/castratie dient de voeding dus aangepast te worden, zo kun je voorkomen dat je hond overgewicht krijgt.
Bepaalde rassen zijn gevoeliger om overgewicht te ontwikkelen, zoals bijvoorbeeld Labradors en Beagles.
Op bovenstaande afbeelding kan je zien dat een paar blokjes kaas voor je hond gelijk staat aan een volledige hamburger voor jezelf.
Voor de gezondheid van je huisdier is het echter erg belangrijk om toch op zijn/haar gewicht te letten. Net als bij de mens kan overgewicht bij je hond andere problemen veroorzaken zoals suikerziekte of gewrichtsproblematiek.
Hoe zie je of je hond overgewicht heeft?
- Kun je zijn ribben voelen? (vergelijkbaar met het voelen van de knokkels van onze vingers)
- Heeft je hond nog een taille?
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)
Op de afbeelding links zie je een bovenaanzicht en een zijaanzicht van een hond met het ideale lichaamsgewicht (1). Op de afbeelding rechts zie je een bovenaanzicht en een zijaanzicht van een hond met met serieus overgewicht (2).