御守 发表于 2022-3-10 20:28:37

《专利代理|专利代理人资格考试|4相关法杨敏峰视频》百...

课程名称:专利代理|专利代理人资格考试|4相关法杨敏峰视频
百度网盘链接: https://pan.baidu.com/s/1a83LfgbpvO7oQUDXINz9ZA 提取码: rgh6
资源目录:
专利代理
专利代理人资格考试
【4】相关法杨敏峰视频
【3】实务祁建伟视频2010
2017专利代理人资格考试备考计划-3个月
2011年~2015年专利法-附详细解答
专利法的123个重要知识点.txt
专利代理人考试-电子版大纲.pdf
实务模板.doc
《专利代理人资格考试》历届考题.doc
2018专利代理人考试更多资源.txt
2017专利代理人考试报名程序及报名网站.txt
2017年知识产权法相关期限汇总.pdf
2015 年全国专利代理人资格考试_专利法律知识.docx
2014 年全国专利代理人资格考试_专利法律知识.docx
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