WEAVE in another way and another day late!

用特定屬於該序列的號碼做為跳換的依據，每次調換其旁邊的兩個數值，以對該序列做改變

I started to set a rule by changing the neighbors' positions, and the curves numbers represent the specific positions and define its neighbors in every series.

透過向下排序的方式再次處理每個序列

After changing positions of every series, It still need one more step.

Re-rank every series through one step down and the final integer put back to the first place.

1. 第一次計算　2. 第一次再計算　3.沒被隱藏的前五條曲線

1. The first sampling process.　2. Oversampling process.　3. Uncovered 5 curves are presented in the next image.

經過兩次計算處理，依然可以在圖像找到相當制式計算的影子

After 2 processions, we can see the pattern is still a little bit homogeneous.

1. 第一次計算　2.&3. 第二與第三次再計算　4.沒被隱藏的前五條曲線

1. The first sampling process.　2.&3. Oversampling processes.　4. Uncovered 5 curves are presented in the next image.

在經過三次的計算後，呈現出相當有機的曲現狀態，即使尚未定義兩點距。

The end result after 3 times sampling, the uncovered 5 curves are no longer homogeneous.