ディッケルのおすすめMTBライド

非常に美しい貯水池で、長居するのに適しています

Lohne市立公園はとてもリラックスできます

ゴールデンシュテットとバーンシュトルフの間の美しい砂利道の接続地点にある記念碑と休憩場所。

Dümmerseeへのツアーはいつでも良いものです

🐴 The Gramann horse farm in Vechta is a large, family-run business with a long tradition, specializing in professional horse keeping and training in the heart of the Oldenburg Münsterland region. It is idyllically situated amidst moorland meadows and greenery.

It's a pleasure to stop here 👍👍👍🎂

A very nice place to take a break. The coffee, cake, and tarts are delicious, and there's football on. ⛳️ Find out more at www.cafediele.de

In the middle of the beautiful landscape along the sculpture trail are the impressive Fibonacci Cubes by artist Petra Paffenholz. If you don't know the background, you'll inevitably wonder what their meaning is. An information panel next to the artwork will give you the answer. The Fibonacci Cubes are the artist's take on the theme of infinity. The nine permeable cubes of different sizes stand in the expansive agricultural landscape. The dimensions of the cubes are derived from the Fibonacci series. The Fibonacci sequence is the infinite sequence of natural numbers that begins with two times the number 1, and in which each subsequent number is the sum of the two preceding numbers. In modern notation, this sequence is additionally given a leading number 0: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55... The numbers contained therein are called Fibonacci numbers. The sequence is named after Leonardo Fibonacci, who used it to describe the growth of a rabbit population as early as 1202. However, the sequence was already known in ancient times to both the Greeks and the Indians. Further research has shown that the Fibonacci sequence also describes numerous other growth processes in nature. It seems as if it is a kind of growth pattern in nature. Highly interesting and initially easy to follow, but increasingly difficult to understand the deeper you delve into this subject and the associated mathematical formulas. This is "higher mathematics" that you have to like and understand. https://de.wikipedia.org/wiki/Fibonacci-Folge https://www.stadt-diepholz.de/info/poi/fibonacci-cubes-903000152-21770.html