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9PjlYzAp6ynaAw+XyBpsSW3bqCQToq+lgpqPGMc2mnqMGxXF6cFxyVTy6laBZkbGBpObgMw1JPJTtVmixx44NPTT+W0sVS**pTI3NuaqPJI**UmFvbPgqHZjGNosUhDdoNm58NkylzKgC0b/wC6Wk5mu6ddeC0sDfnOHELJqpGMoUxmoZq1M5bKdUxhsedxaGg2JJsPeo+S4FtQ7gRqD4KrqytHYZ837FHjb843xVg5loz3BRIm/ON8VMvgNCzs+avbmo+RT52/Ne1RsirJcksZLVt8H/FVP6gWOcxbLCfxXT+qr4Vyb4O2TQlSBKuk6QQhCAEIQgBCEIAQhCAEIQgGqj0eT1V43SwkTyHyVsTd+2zw09oA9b/YvZKj8BJ6pXjWGiM1E+WrdM4TWc0tdYds8+7h7V0afsrPplrTiby5wL490WGzQWh3A6kWueIVdhk**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**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**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**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**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**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**klIgpCdUAvJcXS3XJKA5cVa4f6FH7fiqhxVth3oUft+KhgloQhQAQhCAEIQgBCEIAQhCAEIQgGqn0eT1SsRVm2GU3fWwD99bep9Hk9UrD1h/qyk/Xqf6yvD5KyLKHzD4fYq/Zw3wLDD/y0X1Qp8Hmew/BV+zX4iwv9Wi+qFsZjez/pEv6Z31ypeG8f2j8Soezn4aX9M/65UzDOP7R+sVHwWfZkMTfkxqsNr/Pu+KdpJg4ut+Y74FVuNVgjxqtABJE7/iusPqHSZraXa7h4FfFZIP3W/wAlsc+aKrZ6qMm1dEL6Gnmuf+mrvaGRgr43uf8A2duYnlZzlltjs0+0eG5dXOgkH/tFa3amLcVlG3gTTnX9or2NHHbnivwztyNbKM+zFKISZDOCe5jiPfZOVNXDJTzTRviA8le0ulmEdiS02sDm4A/RZOifdgOe8hg4m/D+Pgit8oko5pZJXwxwsfIYrB2YAX15ZtPAeOq9o5S1pqmCWocPK6WzpA5++ks0m3Zu2+tgAQzgOLiXGyvYZMLqReqxnfEgHK6taxpve3ZGmp63VThsLhuaiSSXfGXypwc4G8jm2N+osR7ldUWEQbtse8qC0NjbrJfRjy8W00JJIJ5iw5JQ6HMLipXYfJFWVuG0xeAC2iqYjfke1luLO0CvcKipoKV0VNXOrGtd2nvnErmmwFiRw4fFV/8ARyimp3RvfPmJd84HDOM0gkIvbgCMo6NuFOoMIpcOfmgMtyXk5n3BzuzajnbgOg0VGhdme2njD8dMbgcr6Bt/ZI4fasDiNPTUUshhbqDxOq9UxSjiqMTY57bk0j2j/GD9q8e2ppfJa94he8jvddeJqqeZo0k90FGyJ5U58urj71d0FQRG3XgsvSU9S/Xdkg87rXYXhzjEM7CTzWMqiykmoovcPr8j2ke3VbDDakSRgnUrH0uHxM1LXf4lo8NZHA0ZLi/U3WsJqzPcmaVjrgLscFEp5LgC6lX0XsYpbolgSEpVyVoBCuSulyUAjk2eKcKbcgOSrfDvQY/A/FU7lc4d6FH4H4qGCUhCFABCEIAQhCAEIQgBCEIAQhCAZqfR5PVKxFZ+LKT9eg+sVt6n0eT1SsRVH+rKX9dgH7xV4fJWRZQeafV+xV2zf4hwz9Xi+qFYQ6Rn1T8FXbMm+BYZ+rxfVC2MxvZz8PL+nf8AXKl4Xw/aP1iomzv4aX9O/wCuVKwrzfafrFQuiX2eeY8P68xHr5Q+3vS4Q8B4uevwSY6f6/xAf8w/4rjDIH+VMJdlbmF18jl5m/5Ih9xV/J8//wCJMM9R4/8AbK2211PPPX0e5hmktA4EMjLrdvuCxeye7pdvoaaMZYo6qaKME8AA8Aar1ozvYyzZIo78c8oZbv712RzPFkUkjvnGzAx4dWuc0+Q1OhuCYXCx9ylT4ZWz0M8PkszTLC+MFzCBq0j7VsKrEKGNtn4hSN9apZ/FVVdj+EUVIZJ8XoIw7zS6obr9K3fqeRulEpHGn8nFJTTMDbwkNaABy4Cyu6d4gGZ7gLLI0u12EVDtxS4pBUyNGYspmSTEDrZrTpqpTsYEotHBiMg6NoZB8QEfqGdPmKNPYj5NkzFaEedUtB6WN05HidFK4iOoDnDoD/BYZtWQwvOHYnlB1+Za23+J4XTcSmglDm4fUdrhvJ4Wgj/GVR6/M/hEvFi8mxqnCWoilY4FrWPa4Eam+W1vcvLNrZYGVjgWtdbibLTVG1hguH0kLXA2yurQSPcwrC4vE/EpHzxygucdQFyTnKc90+DCail2NUlfSttlZl15G4Wio8SY1lg7RYd1JPSjNJGQOo4KRTYjY6o8afMWYuCf2s3zcVYzQnUqwhxVhju3Qrz1mJb12pGhVzS1JLQ0G5HFawj5LLG12b6gxMb0NLytQxwewOHNecYdON4Drdb3D6gTU4IBAHVelp5VwXmqRMXKW6QldhQEnVKkOiAQpsrs8E27igOHG6uMO9Bj8FTHgVc4d6DGoYJaEIUAEIQgBCEIAQhCAEIQgBCEIBqp9Hk9UrDVX4rpP16D6xW5qfR5PVKwtSb4XR/rsH1irw+Ssiyi/BH1T8FXbL/iDC/1aL6oVhH+Bd6p+Cr9mPxBhf6rF9ULUoNbNm8jz1mf9cqZhRtbl2j8SoWzfnH9M765U3C+Bt1PxKLol9mAxdoO0NeLf2l/xTtPLR08lp6mNkgs4MOpt1sFHxaVv9I68X/tTx9JVBtA4fdWPn97sH0uXybjeVp/kvigm+S8qxso2eWtkw2llmzGSSZ1O65PM3JA+CopflB2NpmOEOGCZwvoMPjFz4uJ96qKykirY2RztMrGm4Y5xtfwutHsTs5g9XT13lOD0M5gMYjMkVyL5r89eHNdMfbUbm2/7OnZfCM5XfK5OKd8ODYNQ0Ln6eUSRskkaP7oDQAe/VeezPqax4s18hHDKL/BfR5wunoMpoMCws/nHdxxZfewkoFbiMIO7GGQdC1z3W/wtat4amMFUIf9y3s/k8U2Zwra3D6uPEsFhr6ecNLQ+OB5u08QRlsQe9b2PEPlIZNvXbOw1Be3Uy0zohf2vC9Pp8Ulhpr12KU0ocGhjYY3NsT4ucSqrF6l7mh0dJUO7XExhv1isMmrc5cwRWGLc6sy1PWbYGXNV7OYTC1w7QNeWfa5WdKyqnDopKOhjJFwIq57w09R82ufvuVwPk7GDq+YfAApyKSqpZ43EwE9zCdPElZSf4SN3ggl2V+0WCSmMSgAPDdSCbLGsllgmBBc1zTqvZpKJ9fhmY5nlwH5IFuOmiwmLbKT5zK0tFzYC/PoO9Vg64l0ccvu2kGHEYaiLdvFnEahRarBY52uMTzG492ijTYZWUb7PjeCO5TqGsfbJ**4lQ4uHMDN45Q5RnN1VUE3zgzAHzgrrDa4OcLkC/FWbqWCtA0s4fSpcGCwaXZZ3ULWOZSXKNlnVVJE6gqe22xvqFv8FmD4NLErAMwp8IDozp4LZ7OskjjAeNCF24JJ9ESlFrg0t0XuubouvTRmd8lyShJdSBDdNu4pwlNlAcHgrnDvQY1SlXWHegxqrBLQhCgAhCEAIQhACEIQAhCEAIQhANVPo8nqlYSctOG0jbjMKyA25gZit1U+jyeqV53dhp4w0tJbWU4s0WIu43ueZ+Cvj+Ssi3hnBDow11jG4h9tCQNQPZr/FVuzMzxhGERiPsGljub6+aNQPze/w8VNpjeoqnbqYXhtmffKbA6AcrfTdVuy+Y0OFO3LADQxD**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**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**Q1ZUSUE4dLNu3Oa2Cx7DXcIzrYnrzVNg2H1NTgmFSQwue3yGAX0H5H+q100M0VJOx9DNndG4NIdcZiCFXbO07MPwjD6Sr7E0EEUb8xIF2gDT23WlopTRmsUYYqnDWTjKWOcHg8rOF+CmU+NUMjKfJUEtZUB+VzXaAE35eC0FJT002Ivuxj2l5tc30JXeC0dNuiTTxn5xxuR/eKmhZ5PjuMUVbjj8t5xHVXcxsTnWtmHDnqQuqTyP7qU87Xktie/tSU8ly0jhY2vfkTay9MrMKoi+qa6FgY4nOGi1xe9tFEiiw+CIhkTiLHKMoIHcOQC8R5Huao02rswOKmGemje+fdsaH2zNu9l+A55v51VXBvaiYNg3bWsaDI4xtGe56HhovUKpuEyMhfVYYZHk5LNbmLNOoI6KPHNgtC1zo4cjJSTd7LFot5oHEjS/tWU8rTquAonluJ01QfnBRtjj1uW2JAHW2gC0tJiWJ1**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)
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人教版高中英语(必修1--必修5)电子课本目录(普通高中课程标准实验教科书)
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├─高中地理课本
│ ├─高中地理必修1.pdf(25.88M)
│ ├─高中地理必修2.pdf(26.44M)
│ ├─高中地理必修3.pdf(32.77M)
│ ├─高中地理选修1 宇宙与地球.pdf(19.92M)
│ ├─高中地理选修2 海洋地理.pdf(15.25M)
│ ├─高中地理选修3 旅游地理.pdf(17.28M)
│ ├─高中地理选修4 城乡规划.pdf(22.74M)
│ ├─高中地理选修5 自然灾害与防治.pdf(27.56M)
│ ├─高中地理选修6 环境保护.pdf(30.94M)
│ └─高中地理选修7 地理信息技术应用.pdf(22.91M)
│
├─高中化学课本
│ ├─高中化学必修1.pdf(31.53M)
│ ├─高中化学必修2.pdf(31.94M)
│ ├─高中化学选修1 化学与生活.pdf(27.91M)
│ ├─高中化学选修2 化学与技术.pdf(24.70M)
│ ├─高中化学选修3 物质结构与性质(低清晰度).pdf(29.15M)
│ ├─高中化学选修4 化学反应原理.pdf(21.74M)
│ ├─高中化学选修5 有机化学基础.pdf(26.04M)
│ ├─高中化学选修6 实验化学.pdf(20.34M)
│ ├─物质结构与性质1自制.pdf(20.56M)
│ └─物质结构与性质2自制.pdf(17.34M)
│
├─高中历史课本
│ ├─高中历史必修1.pdf(36.48M)
│ ├─高中历史必修2.pdf(31.51M)
│ ├─高中历史必修3.pdf(31.06M)
│ ├─高中历史选修1 历史上重大改革回眸 .pdf(34.01M)
│ ├─高中历史选修2 近代社会的民主思想与实践 .pdf(26.89M)
│ ├─高中历史选修3 20世纪的战争与和平.pdf(43.49M)
│ ├─高中历史选修4 中外历史人物评说.pdf(39.10M)
│ ├─高中历史选修5 探索历史的奥秘.pdf(36.10M)
│ └─高中历史选修6 世界文化遗产荟萃.pdf(40.11M)
│
├─高中生物课本
│ ├─高中生物必修1 分子与细胞.pdf(37.85M)
│ ├─高中生物必修2 遗传与进化.pdf(37.05M)
│ ├─高中生物必修3 稳态与环境.pdf(41.73M)
│ ├─高中生物选修1 生物技术实践.pdf(23.82M)
│ ├─高中生物选修2 生物科学与社会.pdf(29.42M)
│ └─高中生物选修3 现代生物科技专题.pdf(42.32M)
│
├─高中数学A版
│ ├─高中数学A版 选修2-1逻辑圆锥曲线空间向量.pdf(21.97M)
│ ├─高中数学A版 选修2-2导数推理复数.pdf(24.92M)
│ ├─高中数学A版 选修2-3排列随机变量统计案例.pdf(18.35M)
│ ├─高中数学A版 选修3-1数学史选讲.pdf(24.64M)
│ ├─高中数学A版 选修3-3球面几何.pdf(11.24M)
│ ├─高中数学A版 选修3-4对称与群.pdf(9.23M)
│ ├─高中数学A版 选修4-1几何证明选讲.pdf(10.14M)
│ ├─高中数学A版 选修4-2矩阵与变换.pdf(10.59M)
│ ├─高中数学A版 选修4-4坐标系和参数方程.pdf(5.98M)
│ ├─高中数学A版 选修4-5不等式选讲.pdf(9.39M)
│ ├─高中数学A版 选修4-6初等数论初步.pdf(9.98M)
│ ├─高中数学A版 选修4-7优选法实验设计初步.pdf(7.84M)
│ ├─高中数学A版 选修4-9风险与决策.pdf(7.79M)
│ ├─高中数学A版+必修1函数.pdf(31.03M)
│ ├─高中数学A版+必修2几何.pdf(29.61M)
│ ├─高中数学A版+必修3算法概率统计.pdf(48.24M)
│ ├─高中数学A版+必修4三角函数平面向量.pdf(39.40M)
│ ├─高中数学A版+必修5解三角形数列不等式.pdf(29.59M)
│ ├─人教版高中数学选修1-1.pdf(20.69M)
│ └─人教版高中数学选修1-2.pdf(20.30M)
│
├─高中物理课本
│ ├─高中物理必修1.pdf(24.98M)
│ ├─高中物理必修2.pdf(18.38M)
│ ├─高中物理选修1-1.pdf(26.25M)
│ ├─高中物理选修1-2.pdf(25.82M)
│ ├─高中物理选修2-1.pdf(25.92M)
│ ├─高中物理选修2-2.pdf(18.35M)
│ ├─高中物理选修2-3.pdf(21.28M)
│ ├─高中物理选修3-1.pdf(25.15M)
│ ├─高中物理选修3-2.pdf(15.90M)
│ ├─高中物理选修3-3.pdf(17.99M)
│ ├─高中物理选修3-4.pdf(25.98M)
│ └─高中物理选修3-5.pdf(22.82M)
│
├─高中英语课本
│ ├─高中英语必修1.pdf(34.88M)
│ ├─高中英语必修2.pdf(39.35M)
│ ├─高中英语必修3.pdf(40.41M)
│ ├─高中英语必修5.pdf(49.07M)
│ ├─高中英语选修10.pdf(31.76M)
│ ├─高中英语选修11.pdf(33.34M)
│ ├─高中英语选修6.pdf(27.95M)
│ ├─高中英语选修7.pdf(48.56M)
│ ├─高中英语选修8.pdf(43.18M)
│ ├─高中英语选修9.pdf(39.53M)
│ └─新课标高中英语必修4.pdf(21.35M)
│
├─高中语文课本
│ ├─高中语文必修1.pdf(30.69M)
│ ├─高中语文必修2.pdf(21.66M)
│ ├─高中语文必修3.pdf(34.23M)
│ ├─高中语文必修4.pdf(32.15M)
│ ├─高中语文必修5.pdf(37.86M)
│ ├─高中语文外国诗歌散文欣赏.pdf(36.79M)
│ ├─高中语文外国小说欣赏.pdf(37.37M)
│ ├─高中语文文章写作与修改.pdf(27.88M)
│ ├─高中语文先秦诸子选读.pdf(34.89M)
│ ├─高中语文新闻阅读与实践.pdf(31.30M)
│ ├─高中语文演讲与辩论.pdf(24.02M)
│ ├─高中语文影视名作欣赏.pdf(26.06M)
│ ├─高中语文语言文字应用.pdf(32.72M)
│ ├─高中语文中国古代诗歌散文欣赏.pdf(36.68M)
│ ├─高中语文中国民俗文化.pdf(31.07M)
│ ├─高中语文中国文化经典研读.pdf(36.15M)
│ └─高中语文中国小说欣赏.pdf(45.21M)
│
└─高中政治课本
│
├─高中政治必修1 经济生活.pdf(24.95M)
├─高中政治必修2 政治生活.pdf(31.32M)
├─高中政治必修3 文化生活.pdf(28.05M)
├─高中政治必修4 生活与哲学.pdf(26.66M)
├─高中政治选修1 科学社会主义常识.pdf(28.71M)
├─高中政治选修2 经济学常识.pdf(27.44M)
├─高中政治选修3 国家和国际组织常识.pdf(17.05M)
├─高中政治选修4 科学思维常识.pdf(28.61M)
├─高中政治选修5 生活中的法律常识.pdf(27.98M)
└─高中政治选修6 公民道德与**常识.pdf(30.35M)
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