Co je to hambalek
Výraz hambalek se používá ve stavebnictví a označuje vodorovný trám, jehož úkolem je spojovat dvě protilehlé krokve. Používá se ve výškách nad dva metry, aby pod ním bylo možné bez problémů projít. U větších typů krovů se používá i více hambalků najednou. Spojení mezi hambalkem a krokvemi obvykle zajišťuje plátování či čepování. Až do druhé poloviny devatenáctého století byly hambalky nejrozšířenějším druhem propojení krovů u nás. Postupně však dostávaly přednost vaznicové krovy.
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hambalek](data:image/png;base64,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)