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Die Forscher sagen, dass die Behandlung der Depression durch das Anschauen der bunten Farben der Natur erfolgen könnte, ….
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Nachdem sie das Blatt schneidet, und es zu ihrer Kolonie trägt ….
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Dies ist kein Hügel oder ein Landhaus! Es ist einfach ein Haus ….
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![](http://www.kaheel7.com/ar/images/stories/hummingbird121.JPG) |
Dieser Vogel bemüht sich ohne es zu lernen seine Kleinen zu ernähren, und Wissenschaftler behaupten ….
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Die Ameise kann Gegenstände mit einem Gewicht bis zu zwanzig Mal ihres Gewichts ….
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Wenn die Sonnenstrahlen auf die Erde fallen, leistet das Magnetfeld der Erde dagegen ….
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![](http://www.kaheel7.com/de/images/stories/8.JPG) |
Neuere Bilder zeigen wahre Berge von wolken, jeder Berg hat eine Basis und Gipfel ….
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![](http://www.kaheel7.com/de/images/stories/3.JPG) |
Wissenschaftler sagen, dass die Blitzschläge, die auf den Erdboden fallen (schlagen), für die Sicherheit ….
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Die Kamele haben die Fähigkeit die harten schweren Umstände der Wüste zu vertragen ….
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Wissenschaftler fanden heraus, dass Bienen UV-Strahlen um zu sehen benutzen ….
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Ja! Ameisen bauen Brücken ebenso wie Menschen, sogar würden sie Menschen überlegen! ….
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Wissenschaftler sagen, sie hätten Datteln-Samen (körner) gefunden, und hätten sie angebaut, sie wären ….
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Wissenschaftler haben kürzlich entdeckt, dass Mücken den Platz eines Menschen durch seine ….
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Wissenschaftler sagen, dass die Menge des gespeicherten Süßwassers unter dem Grund ist viel größer als das in den Flüssen ….
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Es gibt Wasserbarrieren zwischen jeden zwei Meeren auf der Oberfläche der Erde! Zum Beispiel, findet man an dem Treffpunkt ….
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![](http://www.kaheel7.com/de/images/stories/art8(2).jpg) |
Wissenschaftler haben die Existenz von Wasserbarrieren zwischen dem (frischen) Fluss und dem Meer ….
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Trotz der Härte und des Zusammenhaltes und des Fehlens von Räumen in Granitfelsen lassen sie Wasser ….
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Der Meerschaum oder Algenschaum ist eine wunderbare Naturerscheinung und könnte eigentlich sonderbar für denjenigen sein, der sie zum erstenmal anblickt. Der Meerschaum kann in großen Massen mehreren Kilometern lang sich ausdehnen, schauen wir uns folgende Bilder an ….
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) 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Es gibt eine sehr moderne Methode zur Behandlung ….
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) 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In der zweiten Pariser Konferenz , die Anfang 2007 stattfand, versammelten sich ….
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("bis dann, als sie zum Tale der Ameisen kamen, eine Ameise (darunter) sagte: "….
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Es gibt große Zusammenarbeit zwischen Insekten und Pflanzen… Lesen wi….
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![](http://www.kaheel7.com/userimages/Ant_Sound_00.JPG)
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Und versammelt wurden für Sulaiman seine Heerscharen-unter den Ginn,...
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" Wahrlich, wir werden sie ganz etwas von der diesseitigen Strafe vor der größeren Strafe kosten lassen, auf dass sie umkehren mögen." ….
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