商业秘密实务|侵权比对时若“密点”中的部分技术点不同,是否会导致整体不同
在商业秘密侵权诉讼中,核心环节是权利人商业秘密与被诉侵权产品或技术的比对。然而,现实中常常出现这样的情形:一个“密点”包含多个“技术点”,比对时发现其中部分技术点存在差异。此时,应如何判断整体是否构成“相同”或“实质相近”?这是司法裁判的难点,也是企业维权与抗辩的焦点。一、规范与裁判依据1.《反不正当竞争法》第九条《反不正当竞争法》第九条规定了经营者及相关主体不得以盗窃、贿赂、欺诈、胁迫、电子侵入或者其他不正当手段获取权利人的商业秘密,以及不得违反保密义务或者违反权利人有关保守商业秘密的要求,披露、使用或者允许他人使用其所掌握的商业秘密。比对时应以整体技术方案为观察对象,重点考察被诉信息是否利用了权利密点的核心实质性内容,运用整体优先 + 核心突出”的比对逻辑。在技术秘密侵权诉讼中,涉及举证的证明要素有“接触相似”与“合法来源”。原告即权利人对“接触相似”要素负举证责任,首先要证明“被申请人所使用的信息与自己的商业秘密具有一致性或者相同性”,即受保护的秘密信息与被控侵权使用的信息是“相同信息”,同时也要证明“被申请人有获取其商业秘密的条件”,即被控侵权人与权利人所控技术秘密之间存在某种形式的“非法接触”。2.最高人民法院指导性案例第 220 号(香兰素案)“即使个别参数差异,只要整体工艺流程在实质上再现,仍构成侵权。”
核心裁判要旨:部分差异不否定整体实质相同。3.上诉人金华市××开发区奥凯电器厂(以下简称奥××电器厂)、李××、唐××因侵犯商业秘密纠纷一案(2010)浙知终字第48号法院认为匝数与绕行区域匝数分布均不能一一对应。故彼爱琪公甲提供的上述涉案秘密点存在无法固定的问题,其未能提供载有固定秘密点的载体,不能证明上述秘密点符合商业秘密法定条件。其次,彼爱琪公甲对上诉人使用的技术信息与其技术信息相同或实质相同的前提事实必须承担举证责任。彼爱琪公甲仅凭上诉人生产的涉案产品与其生产的产品外观、性能、特点基本一致,为同类产品,本单位原职工辞职后到对方生产同类产品等事由,即推定奥××电器厂等上诉人使用其商业秘密,显然证据不足。权利人需对其主张的商业秘密具体内容、秘密性、价值性、保密性等负举证责任,并对被诉侵权人所用信息与其商业秘密“相同或实质相同”负举证责任。若权利人仅能证明部分技术点相同,不能证明整体技术方案相同或实质相同,则不构成侵权。二、三步司法审查模型data:image/png;base64,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
三、权利人应对策略1.诉前准备在密点文档中提前标注“核心特征”与“辅助特征”;取得专家声明,说明差异点的功能贡献度有限;做“等同论证”实验,证明差异不改变整体效果。2.庭审技巧强调“整体比对”,避免被对方引导至“逐点拆解”;引入“技术贡献率”量化思路:例如,剩余相同部分对性能/成本贡献 ≥70%,即可主张实质相同。四、侵权方抗辩思路1.差异核心化论证差异点是实现功能的“关键创新”,缺少它整体方案即无法成立;强调差异已公开或另行研发。2.整体割裂化提交实验或专家报告,证明差异导致路径/效果完全不同。3.专家辅助通过技术调查官或专家证人意见,说明差异已改变整体机理,密点不再具备独创性。 五、简要结论“一个或多个技术点不同”只是差异抗辩的起点,并非终点;在“密点—技术点”框架下,比对中如果部分技术点不同:若差异点为非关键内容,整体仍可能被认定为“相同”或“实质相同”;若差异点为核心技术点,则可能导致整体不构成“相同”或“相近”。司法裁判的基本逻辑是:整体优先 + 核心决定 + 实质性判断。企业在诉讼中,应围绕“整体方案”与“核心要素”展开攻防。
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