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Silverlining furniture Fibonacci cabinet
PRO
225 ₽
Royalty free
| Платформа: | 3dsMax 2011 + obj |
| Рендер: | |
| Размер: | 3 МБNEW |
| Цвета: | |
| Стиль: | Классический |
| Материалы: | Дерево, Стекло |
| Форма: |
Опубликована 6 февраля 2022
This is high poly 3d model
Stack not collapsed.
3ds, fbx, obj files exported without mesh smooth modifier.
No hidden objects
All objects grouped
All objects have materials
No missing textures and texture paths cleared
All objects have 1:1 scale
File have only model, no lights or cameras
Unit scale cm 1:1
The Fibonacci sequence, which is named after the 12th century Italian mathematician Leonardo Pisano (nicknamed Fibonacci), is one of the most famous mathematical formulas. Each number in the sequence is the sum of the two preceding numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, and so on.
Also known as ‘nature’s secret code,’ the sequence is widely seen in the naturally occurring patterns of flowers, fruit and shells.
One example is the spiral arrangement of seeds in a sunflower head. If you divide the spirals into those curving left and those right, you get two consecutive Fibonacci numbers such as 34 and 55 – or 89 and 144 spirals for a larger sunflower. And of course, the total number of spirals is a Fibonacci number, too.
The cabinet’s transitioning ochre hues and the marquetry pattern of the rippled sycamore celebrate two characteristics of sunflowers – colour and the Fibonacci sequence.
11076 polys
Stack not collapsed.
3ds, fbx, obj files exported without mesh smooth modifier.
No hidden objects
All objects grouped
All objects have materials
No missing textures and texture paths cleared
All objects have 1:1 scale
File have only model, no lights or cameras
Unit scale cm 1:1
The Fibonacci sequence, which is named after the 12th century Italian mathematician Leonardo Pisano (nicknamed Fibonacci), is one of the most famous mathematical formulas. Each number in the sequence is the sum of the two preceding numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, and so on.
Also known as ‘nature’s secret code,’ the sequence is widely seen in the naturally occurring patterns of flowers, fruit and shells.
One example is the spiral arrangement of seeds in a sunflower head. If you divide the spirals into those curving left and those right, you get two consecutive Fibonacci numbers such as 34 and 55 – or 89 and 144 spirals for a larger sunflower. And of course, the total number of spirals is a Fibonacci number, too.
The cabinet’s transitioning ochre hues and the marquetry pattern of the rippled sycamore celebrate two characteristics of sunflowers – colour and the Fibonacci sequence.
11076 polys
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Silverlining furniture Fibonacci cabinet
PRO
225 ₽
Royalty free
39
| Платформа: | 3dsMax 2011 + obj |
| Рендер: | |
| Размер: | 3 МБNEW |
| Цвета: | |
| Стиль: | Классический |
| Материалы: | Дерево, Стекло |
| Форма: |
Опубликована 6 февраля 2022
This is high poly 3d model
Stack not collapsed.
3ds, fbx, obj files exported without mesh smooth modifier.
No hidden objects
All objects grouped
All objects have materials
No missing textures and texture paths cleared
All objects have 1:1 scale
File have only model, no lights or cameras
Unit scale cm 1:1
The Fibonacci sequence, which is named after the 12th century Italian mathematician Leonardo Pisano (nicknamed Fibonacci), is one of the most famous mathematical formulas. Each number in the sequence is the sum of the two preceding numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, and so on.
Also known as ‘nature’s secret code,’ the sequence is widely seen in the naturally occurring patterns of flowers, fruit and shells.
One example is the spiral arrangement of seeds in a sunflower head. If you divide the spirals into those curving left and those right, you get two consecutive Fibonacci numbers such as 34 and 55 – or 89 and 144 spirals for a larger sunflower. And of course, the total number of spirals is a Fibonacci number, too.
The cabinet’s transitioning ochre hues and the marquetry pattern of the rippled sycamore celebrate two characteristics of sunflowers – colour and the Fibonacci sequence.
11076 polys
Stack not collapsed.
3ds, fbx, obj files exported without mesh smooth modifier.
No hidden objects
All objects grouped
All objects have materials
No missing textures and texture paths cleared
All objects have 1:1 scale
File have only model, no lights or cameras
Unit scale cm 1:1
The Fibonacci sequence, which is named after the 12th century Italian mathematician Leonardo Pisano (nicknamed Fibonacci), is one of the most famous mathematical formulas. Each number in the sequence is the sum of the two preceding numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, and so on.
Also known as ‘nature’s secret code,’ the sequence is widely seen in the naturally occurring patterns of flowers, fruit and shells.
One example is the spiral arrangement of seeds in a sunflower head. If you divide the spirals into those curving left and those right, you get two consecutive Fibonacci numbers such as 34 and 55 – or 89 and 144 spirals for a larger sunflower. And of course, the total number of spirals is a Fibonacci number, too.
The cabinet’s transitioning ochre hues and the marquetry pattern of the rippled sycamore celebrate two characteristics of sunflowers – colour and the Fibonacci sequence.
11076 polys
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