Hogyan tudnék lefogyni? 17/L
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59. Örülök, hogy tökéletes alakod van :D
Hozod is szépen a modell-sztereotípiát, ahol kizárólag a külsőségek számítanak. Ettől még nem kellene belül egy nullának lenni, de azért neked sikerült. Kinek mi a fontos.
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Az hogy kinek milyen alakja van hozzá képest nem jelent semmit.
BMI szerit a szélsőérékek: 47.4 kg - 64 kg de ezek nem véletlenül szélsőértékek.
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#63
A BMI egy kalap szart se ér. Én írtam a 35-ös választ, ahol leírtam, hogy 159 centihez vagyok 46-47 kg. Teljesen tökéletes az alakom, van rajtam izom is, nem vagyok csontváz. Nem zörögnek a csontjaim, még a bordám se látszik ki.
Szóval, ezért mondom, hogy BMI alapján tájékozódni nem egy bölcs dolog.
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64
Nyilván jobban tudod mindenkinél.
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#65
Csak hogy ma is tanulj valamit:
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
Látod, ennyit ér a BMI.
Talán nemcsak a számadatoknál kéne leragadni, hanem nyitni is kéne jobban a világ felé.
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Ui.:
Bocsi a hosszú linkért, másold ki és nézd meg a képet, és akkor megérted, hogy miről beszélek.
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De megtaláltam ugyanazt a képet más linknél, ezt nyisd meg:
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Igen, tisztában vagyok ezzel de a bmi átlagot mutat. Kb mennyinek kéne lenni. Sok mindent figyelembe kell venni de nem hülyéség.
Pont azért írtam hogy szakemberhez kell fordulni és nem neten segítséget kérni mert mindenki mást ír a kérdező meg összezárodik.
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