2017. év madara a tengelic | |
A június 28-tól július 27-ig tartó szavazás alatt a választási lehetőségként felajánlott három madárfajra: az erdei fülesbagolyra, a házi verébre és a tengelicre összesen 12 523 voks érkezett:
- tengelic - 5 445 (43,5%)
- erdei fülesbagoly - 4 446 (35,5%)
- házi veréb - 2 632 (21,0%)
![Képtalálat a következőre: „tengelic”](data:image/jpeg;base64,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)
![Képtalálat a következőre: „tengelic”](/admin/data:image/jpeg;base64,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)
Az MME által 1979-ben elindított "Év madara" program célja és küldetése olyan fajok vagy madárcsoportok és élőhelyük társadalmi szintű bemutatása, melyek védelmében a lakosság egészének fontos szerepe van.
A 2017 év madara címet elnyerő tengelic Magyarország és a kontinens egyik legszínesebb pintyféléje. Sík és dombvidéken egyaránt előfordul, a települési kertek, parkok, fasorok gyakori költőfaja. Vékony növényi szálakból álló, szőrrel és a nyárfa termésszőreivel bélelt fészkét fák, magasabb bokrok lombkoronájának szélére építi. Évente két-három fészekaljat is nevel, alkalmanként 4-5 tojást rak. Szinte mindig csapatosan látni, a madáretetők gyakori vendége. Apró gyommagvakkal táplálkozik, de fiókái étrendjét bogarakkal és hernyókkal egészíti ki.
forrás: http://www.mme.hu/a_tengelic-nyerte-2017-ev-madara-lakossagi-szavazast