Kezdőoldal » Állatok » Lovak » Mit jelent az ha a ló "kerek"?

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Mit jelent az ha a ló "kerek"?

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Szokták mondani hogy szép kereken megy a ló
2015. febr. 23. 16:56
 1/4 anonim ***** válasza:

Kerek nyakkal támaszkodik,dolgozik.


pl ezen a képen kerek nyakkal,szép kereken megy : [link]



vagy itt : [link]

2015. febr. 23. 21:29
Hasznos számodra ez a válasz?
 2/4 anonim ***** válasza:

bocs elszartam ezek akartak lenni: [link]


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

2015. febr. 23. 21:31
Hasznos számodra ez a válasz?
 3/4 anonim ***** válasza:

Arra szokták mondani amikor szépen összeszedve/összelovagolva megy a ló, ilyenkor a nyaka meghajlik és ettől mondják rá, hogy kerek.

(De arra lóra is mondják, hogy kerek, amelyik olyan dagi, hogy lassan gurul :DD)

2015. febr. 24. 16:45
Hasznos számodra ez a válasz?
 4/4 anonim ***** válasza:

Az igazi kereken menő ló az összeszedett; a szépen támaszkodó ló orrháta merőleges a talajra (vagy kicsit előtte van), legmagasabb pontja a tarkója.

Helyes összeszedettség mellett a fara lentebb süllyed (konchajlítás miatt), marja megemelkedik, mindemellett a mellső lábait magasabbra tudja emelni, mert a vállízületek elfordulnak.

[link]

vagy [link]

esetleg

[link]


Amelyik lónak csak behúzzák a fejét, mert a támaszkodást, vagy a "kerekséget" tűzik ki célul, az rendszerint rollkurrel és hamis kráglival jár, a ló nyaka a 2-3. csigolya tájékán megtörik, a ló orrháta pedig a függőleges mögé kerül.

[link]

2015. márc. 5. 01:29
Hasznos számodra ez a válasz?

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