# Color Number Distrubution

Each Euclidean Nodes has different number of colors between **1 to 10**. So that means while some designs contain a **single color**, other may contain **10 different colors**. Find distribution below:

|               | Counts | Percent (%) |
| ------------- | ------ | ----------- |
| 1 Color       | 21     | 4.10%       |
| 2 Colors      | 86     | 16.80%      |
| 3 Colors      | 87     | 16.99%      |
| 4 Colors      | 83     | 16.21%      |
| 5 Colors      | 65     | 12.70%      |
| 6 Colors      | 51     | 9.96%       |
| 7 Colors      | 52     | 10.16%      |
| 8 Colors      | 25     | 4.88%       |
| 9 Colors      | 20     | 3.91%       |
| 10 Colors     | 11     | 2.15%       |
| Special Color | 11     | 2.15%       |