小运营 发表于 2023-9-5 18:18

奖金2万元!RISC-V应用创新大赛方案征集马上结束

#有奖活动# #申请开发板#

“强算力 · 芯物种” 玄铁杯第三届RISC-V应用创新大赛

当前阶段为:赛程提交阶段(截止日期9月15日)
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**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**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开发板型号1:算能 · 华山派评估板
开发板型号2:嘉楠 · 勘智K230

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1、技术可行性:根据开发板提出可实现的技术方案,需有对应的软硬件架构图
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3、创新点:有不同于市面上已有产品的新思考、角度新颖、方案独特
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