MORE random pics......

[cashflyer]

[URY914]

[URY914]

[Cooper911SC]

[GH85Carrera]

[kach22i]

https://br.pinterest.com/simoneferreira1/jardim/


https://www.gardeningknowhow.com/edible/fruits/pomegranate/pomegranate-in-a-pot.htm

Pomegranate trees are grown not only for their juicy, tempting fruit, but also make attractive ornamental specimens with orange-red blossoms prior to fruiting, set off upon glossy,*deciduous green leaves. Trees usually have thorns, and are grown as a bushy shrub. That being said, pomegranates can be trained as a small tree ideal when growing a pomegranate in a pot.......................

Pomegranates thrive in areas of warm, arid conditions. While not all of us reside in such climactic regions, the good news is that growing a pomegranate in a pot is entirely possible. Pomegranate trees in containers can either be grown indoors given sufficient arid provisions or outdoors during part of the year and moved indoors if cold snaps are imminent.

[kach22i]

common name: saddleback caterpillar
scientific name: Acharia stimulea (Clemens) (Insecta: Lepidoptera: Limacodidae)
saddleback caterpillar - Acharia stimulea (Clemens)

Acharia stimulea (Clemens) is a limacodid moth, or slug moth, best known for its larval growth phase. Distinct bright color patterns and the presence of venomous, urticating spines lead to its recognition as the saddleback caterpillar.

[GH85Carrera]

[masraum]

Originally Posted by GH85Carrera

Beautiful. Reminds me of Romanesco Broccoli

[MBAtarga]

Originally Posted by GH85Carrera

Fibonacci series at work there!

[masraum]

Originally Posted by MBAtarga

Fibonacci series at work there!

This all came from the Internet, so it must be true.

Fibonacci, or more likely (but very similar) a golden spiral.

https://www.goldennumber.net/spirals/

A Golden spiral is very similar to the Fibonacci spiral but is based on a series of identically proportioned golden rectangles, each having a golden ratio of 1.618 of the length of the long side to that of the short side of the rectangle:

The Fibonacci spiral gets closer and closer to a Golden Spiral as it increases in size because of the ratio of each number in the Fibonacci series to the one before it converges on Phi, 1.618, as the series progresses (e.g., 1, 1, 2, 3, 5, 8 and 13 produce ratios of 1, 2, 1.5, 1.67, 1.6 and 1.625, respectively)

Fibonacci spirals and Golden spirals appear in nature, but not every spiral in nature is related to Fibonacci numbers or Phi. Most spirals in nature are equiangular spirals, and Fibonacci and Golden spirals are special cases of the broader class of Equiangular spirals. An Equiangular spiral itself is a special type of spiral with unique mathematical properties in which the size of the spiral increases but its shape remains the same with each successive rotation of its curve. The curve of an equiangular spiral has a constant angle between a line from origin to any point on the curve and the tangent at that point, hence its name. In nature, equiangular spirals occur simply because they result in the forces that create the spiral are in equilibrium, and are often seen in non-living examples such as spiral arms of galaxies and the spirals of hurricanes. Fibonacci spirals, Golden spirals and golden ratio-based spirals often appear in living organisms.

The Nautilus shell spiral is not a Golden spiral but often still has Golden Ratio proportions.

The nautilus shell is often shown as an illustration of the golden ratio in nature, but the spiral of a nautilus shell is NOT a golden spiral, as illustrated below. The golden spiral overlay is provided by PhiMatrix golden ratio software:

[widebody911]

[GH85Carrera]

[Geronimo '74]

Originally Posted by widebody911

Maybe his plug is too small for her socket?? #very_plausible....

[GH85Carrera]

[NeedSpace]

Originally Posted by GH85Carrera

Must be some huge jumper cables....

[Jim Horton]

Originally Posted by MBAtarga

Fibonacci series at work there!

Also a fractal?

[GH85Carrera]

[Baz]

[GH85Carrera]