如圖,左右兩格只要帶有需求形狀就能輸入(只有一格也行),雖然效率只有四比一,但也算方便了
只要接入原料,在最頂上標籤旁的按鈕配置形狀代碼(單層),就可以自動輸出。
下方顏色輸入有四根管道,分別對應一二三四象限的顏色需求(底下三格留白,為後續流體電路更新後,添加顏色自動機)
擴展功能:
主按鈕旁有四個象限的模擬上色器按鈕,設置後就可以篩選出原料中的同色區塊(直接錄取!)
然後因為我一直在鑽研小機器,主線沒咋推,丁真按鈕之後再加進去
藍圖代碼:
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$