Mô phỏng tinh hạch là một loại phi thường thần kỳ sáng tạo , thậm chí có rất nhiều người loại học giả tương kì xưng là khoa học kỹ thuật kỳ tích . ? ? Tựa như một người ngươi không có khả năng có được giống như hòn đá đặc tính , càng không khả năng biến thành một khẩu súng , mà mô phỏng tinh hạch lại đột phá loại này hạn chế . Chỉ là với tư cách tinh thể tồn tại mô phỏng tinh hạch , lại có thể mô phỏng các loại vật chất đặc tính , đây là rất thần kỳ cùng bất khả tư nghị một việc . Mô phỏng tinh hạch hóa thành cơ giới thời điểm , ủng cơ giới đặc tính , biến hóa thành sinh vật thời điểm , lại có thể ủng sinh vật đặc tính , năng lực cùng bị mô phỏng người cơ hồ giống nhau . Rất thần kỳ một loại năng lực , nhưng là đồng thời vừa có sự thiếu sót chết người , cái kia chính là nó mô phỏng mục tiêu càng mạnh , mô phỏng tinh hạch cũng là càng mạnh , mà mục tiêu yếu nhược lời mà nói..., mô phỏng tinh hạch năng lực cũng sẽ bị giảm xuống .
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