7VBalqjj9s88O4GH4uMPow==;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民生:
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党和国家持续增进民生福祉有何意义
- 农业科技创新
- 教育强国
- 区域协调发展
- 粮食安全
- 民生关怀
- 共享发展
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为什么要共享发展?
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教育
- 党的领导
- 人权
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中国梦
- 新经济
- 推动低空经济、数字经济、人工智能、产业创新发展路径
- 设问:说明DeepSeek的实践对我国经济社会发展的积极影响。
- 设问:请你谈一谈为什么要出台两新政策?
- 设问:培育新兴产业和未来产业(或深入推进首发经济、数字经济创新发展、“人工智能+” )具有什么重要意义呢?
- 设问:请你谈一谈春晚上的机器人产生了什么影响?
- 设问:利用教材中关于基本经济制度的知识,谈谈我国推动国有企业改革和出台民营经济促进法的原因
- 我国制定第一部专门关于民营经济发展的基础性法律有什么意义?
- 设问:我国取得一系列重大科技成就说明了什么?
- 设问:我国一系列重大科技成就不断涌现有何重要意义?
- 大力发展银发经济会带来哪些社会效应?
- 改革开放对我国经济社会发展产生的影响、作用?
- 为什么改革只有进行时,没有完成时?(为什么要全面深化改革)
- 如何全面深化改革?(怎么办)