7OxY3FS4YZPZfZyNWws33A==;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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)