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    美学公式by未删减版夸克网盘
    美学公式 热度:6945
    作者: 空菊
  • 现代纯恋
  • 20.03万字
  • 完结
  • 2024-06-03 15:06更新
  • 黄金分割是建筑美学的代名词,也是人体形态最为理想的比例。 霍执潇的枕边人都符合黄金分割的身材标准,因此丁以楠从未想过,有一天他竟然会从霍执潇的身边醒来。 - 0.618是公认最能引起美感的比例,而在我眼里,你才是唯一的美学标准。 - 建筑设计师x私人助理 风流英俊多金x禁欲貌美人妻 1v1,he

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    目录 · 共68章
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"}