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四川开放电大作业试卷题库网 / 招生简章 / 2025秋江苏开放大学地基基础第三次形考作业（25秋实践性作业，占形考比例25％）
2025秋江苏开放大学地基基础第三次形考作业（25秋实践性作业，占形考比例25％）
招生简章 2025-09-15 01:58:08 0 0
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地基基础 - 第三次形考作业（25秋实践性作业，占形考比例25％）

课程名称：地基基础 发布教师：薛必芳 作业来源：单元十 地基处理技术 作业满分：100.0分 发布时间：2025-07-04 作业要求：请先阅读实践性作业阅读资料，然后完成本次作业，本次作业为实践性作业。注意：第三部分实训题目是4选2题完成 【特别提醒】简答题中表格填空题，要求小数点后保留2位有效数字。直接复制平台答案的，不予得分！

单选题

1. 标准贯入试验使用的穿心锤重量与落距分别是（ ）。 （分值：2.0分）

A. 锤重=10kg 落距=50cm

B. 锤重=10kg 落距=76cm

C. 锤重=63.5kg 落距=76cm

D. 锤重=63.5kg 落距=50cm

2. 确定地基承载力诸方法中，最可靠的方法是（ ）。 （分值：2.0分）

A. 理论公式计算

B. 动力触探

C. 经验公式计算

D. 静载荷试验

3. 直剪试验同一土样至少取（ ）个试样。 （分值：2.0分）

A. 4

B. 没有要求

C. 3

D. 2

4. 直接剪切试验中试样剪切破坏面会发生在何处（ ）。 （分值：2.0分）

A. 上下土盒的接触面上

B. 与剪应力最大的面成 /2夹角的面上

C. 正应力最大的面上

D. 剪应力最大的面上

5. 以下是直接剪切试验操作过程的片段摘录，请选出正确的顺序（ ） ① 制备试样 ②拔去固定销 ③匀速转动手轮，施加水平力，使试样剪损④施加垂直力⑤对准上下盒，插入固定销，将环刀里的试样徐徐推入剪切盒内 （分值：2.0分）

A. ⑤①②④③

B. ①④③②⑤

C. ①⑤②④③

D. ①⑤④②③

6. 直接剪切试验包括快剪、固结快剪、慢剪等三类。若在试验过程中，试样在垂直压力下经过一定程度的排水，然后施加水平剪力缓慢剪切直至剪损，则此试验属于（ ）。 （分值：2.0分）

A. 慢剪

B. 不能确定

C. 固结快剪

D. 快剪

7. 直接剪切试验包括快剪、固结快剪、慢剪等三类。若在试验过程中，试样在垂直压力下经过一定程度的排水，然后施加水平剪力快速剪切直至剪损，则此试验属于（ ）。 （分值：2.0分）

A. 快剪

B. 固结快剪

C. 不能确定

D. 慢剪

8. 直接剪切试验所用的主要仪器是（ ）。 （分值：2.0分）

A. 固结仪

B. 十字板剪切仪

C. 三轴剪切仪

D. 直剪仪

9. 直接剪切试验和三轴试验相比具有（ ）优点。 （分值：2.0分）

A. 操作复杂

B. 仪器设备简单、操作方便

C. 试验时剪切面是抗剪能力最弱的面

D. 试验过程中能严格控制排水条件，能测定孔隙水压力的变化

10. 理想状态下，黏性土的抗剪强度包线表达式应为（ ）。 （分值：2.0分）

A. τ f =c+σtan

B. τ f =σtan

C. τ f =σ+ctan

D. τ f =ctan

11. 理想状态下，砂土的抗剪强度包线表达式应为（ ）。 （分值：2.0分）

A. τ f =σtan

B. τ f =σ+ctan

C. τ f =ctan

D. τ f =c+σtan

12. 直接剪切试验的目的是确定土的（ ）。 （分值：2.0分）

A. 粘聚力和内摩擦角

B. 液限和塑限

C. 密度和含水量

D. 压缩系数和压缩模量

13. 有效应力原理的表达式为：总应力等于有效应力与孔隙水压力之和（ ）。 （分值：2.0分）

A. 正确

B. 错误

14. 现浇钢筋砼独立基础施工程序为（ ）。①开挖； ②支模； ③养护； ④浇筑； ⑤验槽 （分值：2.0分）

A. ①②⑤④③

B. ①⑤②④③

C. ①②③④⑤

D. ⑤①②④③

15. 钢筋混凝土预制桩采用锤击沉桩法施工时，其施工工序包括：①打桩机就位;②确定桩位和沉桩顺序;③吊桩喂桩;④校正;⑤锤击沉桩。一般的施工程序为( )。 （分值：2.0分）

A. ①②③⑤④

B. ②①③④⑤

C. ②①③⑤④

D. ①②③④⑤

多选题

1. 工程地质勘察包括（ ） （分值：3.0分）

A. 详细勘察

B. 初步勘察

C. 选址勘察

D. 施工图勘察

2. 抗剪强度指标包括（ ）。 （分值：3.0分）

A. 黏聚力

B. 抗剪力

C. 外摩擦角

D. 内摩擦角

3. 关于含水率试验，以下描述有误的是（ ）。 （分值：3.0分）

A. 刚烘干的土样要立刻称重

B. 称量时精确至小数点后2位

C. 刚刚烘干的土样要等冷切后再称重

D. 本实验需进行3次平行测定取其算术平均值。

E. 电热烘箱应能使温度控制在105°c~110°c。

4. 下列试验和主要试验用仪器一一对应的是（ ） （分值：3.0分）

A. 液塑限测定试验---液塑限联合测定仪

B. 密度试验---环刀

C. 三轴剪切试验---直剪仪

D. 含水量测定---烘箱

E. 固结试验---直剪仪

5. 土的物理性质中，以下哪些指标不能直接测定( )。 （分值：3.0分）

A. 比重

B. 饱和度

C. 孔隙率

D. 含水率

E. 孔隙比

6. 土的物理性质指标中，以下哪些指标可以通过实验直接测定（ ）。 （分值：3.0分）

A. 含水率

B. 饱和度

C. 天然密度

D. 孔隙率

E. 比重

7. 下列属于浅层压实法地基加固的方法是（ ）。 （分值：3.0分）

A. 真空预压法

B. 机械碾压法

C. 振动压实法

D. 强夯法

8. 下列试验中，属于室内测定抗剪强度方法的是（ ）。 （分值：3.0分）

A. 直接剪切试验

B. 十字板剪切试验

C. 无侧限抗压强度试验

D. 三轴压缩试验

9. 土的颗粒分析试验的方法有（ )。 （分值：3.0分）

A. 比重法

B. 密度计法

C. 筛分法

D. 烘干法

10. 可通过试验测得的指标有（ ）。 （分值：3.0分）

A. 液性指数

B. 液限

C. 塑限

D. 塑性指数

简答题/计算题

1. 某钻孔土样的压缩试验及记录如表所示，试计算此两种土样的 α 1-2 ，并评定各土层的压缩性。【高压缩性、中等压缩性还是低压缩性？ 提示公式： 压缩性评价的标准 0.1MPa -1 ≤ a 1-2 ＜0.5MPa -1 ，属于中压缩性土； a 1-2 ≥0.5MPa -1 属于高压缩性； a 1-2 ＜0.1MPa -1 属于低压缩性土。 1#土样： α 1-2 = 2#土样： α 1-2 = （分值：10.0分）

2. 以上为密度试验数据，请填写下空：（小数点后保留两位有效数字） ①__________g/cm 3 ; ②__________g/cm 3 ; ③ ___________g/cm 3 （分值：10.0分）

3. 以上为含水量试验数据，请填写下空：（小数点后保留两位有效数字） ①__________%; ②__________%; ③ ___________% （分值：10.0分）

4. 课程实训（现场参观后选做1题完成） 题目一：自行参观浅基础工程施工，就以下几个问题作出回答 1、叙述工程概况 （ 2分） 2、何种浅基础形式（独立基础、条形基础、井格型基础、筏板基础）（ 2分） 3、基础材料、基础截面形式 （ 2分） 4、浅基础施工的工艺流程（需详细介绍）（ 4分） 题目二：自行参观桩基础工程施工，就以下几个问题作出回答 1、叙述工程概况 （ 2分） 2、此项目桩基础的类型（预制桩还是灌注桩）（ 2分） 3、若是预制桩说明沉桩方式、若是灌注桩具体说明哪一种类型灌注桩 （ 2分） 4、叙述桩基础施工的工艺流程（需详细介绍）（ 4分） （分值：10.0分）

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渝粤题库 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 广东开放大学 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 国家开放大学 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成人学历 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NcjMHv4xG18IE2EMnzJTBBZo1THBYcIAuBGK11TvZeh6I2NsfidWocxvm/zGObG31fBG4vbTPytruDdH1gz8O6atrdP3zUWiTPwI9OhiVRoS+9Xaats134OVMw/A5zSGRZEijiRhOTvb4XPOJsFYMBPMsgqblvOi846Y8+dTu0s0wQC5KwJVPtbp409UfBWCt5s+EOReQXTa/y9fOPuK3XTmsx3uTrEDScP52N4xe9lCIXY7d3io1L09kvw7i/qSIGfOd0+jGOnC07+n2dIQ+pAVDoZsZbgPaSm0k/XZthe3A+RWmu9fIryIIv58Ciyi9imQnO7uNssmNUeXkOcJCxTPL4ucEiPPMbk4QH4fJbnDKpSFWZRqeC2A7zosGzPnU7tLNMEAuSsCVT7W6eNPVHwxoI3DENcXFxEOS0zIQ0y4Lf84JrwmHzdSa+VKgNDEjd8cMAUXD+sbbt9ELxxireF+kBVNp1T/w6t7Q8fjSdxLufYeJLcw+Mod/To/gP7VMWyiF1mBrP2ymKD9VPNaU8Hy4I2C2aV4DXDqazjBcK5dKxV3HaDFx067bnTqZ1lmkCAnDWBan/rtLEnCl4heIMp5oiEgVLwxmmfkEqWHwQBbm6iSw+C+RzD+OY1nTRmOmXKzbgfgrfYM5sXTWV4WBzMOtEaYjKBsxcgFHc4myWhShAV12PU3t1XnK1E7Z0sTI3lGXcTvLNdK7Y3I5zKrhRXhUXUErvpLDLt5kXHDOy506mdZZpAgJw1gWp/67SxJwreuy9M3y7xEW8LJ4J3PQP+Vr/4Hd3Lq1eR8fyK64W3eJKus+ylFTpiVqcMBW/sWRdZ+fN5SlPbssl2b1W6JbvbxPwuJjYT+KiHGlkTKsNmUjHRldkUlO3peBItYlMd02GPt8UHp1aoSTzAouwNhbykP2TKQqK6wYsOzfbc6dTOMk0gQM6aQLW/ddrYU78FLybiVl/Mvj9wE4YIvt7w+hldJfw+e9nn0Y1MKnpZRFkXtpjPh3hSeGh0xKxOmWMzFier37CK/yCvLZbX7YprYiH2rqUwz52PK5wNNsbif2qlMzWMMRF79IXXBScvc3EuKr4KOo6Ltjr443+wbg4SFgirJARkj01+fKN7fCSxD8kHhc6BqYL29p5Occ3zQ3QYC+JqYTG/5G2BYh7pWmszZJjNgZrzr5SX2LbFMPc2qwjlKeDFhNsu8KLDthl3OjWyTNMIkLOmEe5X/Tb21FPBm9vajQ89CTEwW35EB2xUP8lLazIGRkvlC1tHzOqUOW4+JeiUnTPzmNkYy2mmU5RC6XXxA3HWSfyMZV7X+CBUulPykOArnvdpsMQHwQOWH3HKrtMMQLtVJ5wohVU2xZuyQ2kvem0Pb9SCzG+dyZ8MjMcTPBx9TGpD5LSgGd4151/Rh0H+wJr8iJ1hqcpTrOTFkNsO8KJDshl3OjWeukwIBNtUJ4YofhGduq927Z8fZ3Y48Ck3CNjYU08FbxSr+/j5gOV3JIbCIMRFZXaEOMY3Tp6/S5+OjzmU3hasofpbQrM6TtiNEejWYmMsunWznB0C5MQON9uniLctcqd/7jy4EyL3DRBhW4U/Y2C9PAvxex6cnd722YMIARt76q3grWU0Mo8l8BKL5XRdIj3Z62iGZUl4gbxqGC8nzUVqYyy1MOPDlQiQk0qInBYg3k7h9FpZ57kLA+DxFqltK+DhHhChP+LnbwV8bkTy6ujf4wmw/Mgn/PGKed3GOs9ZXQD4vFMEbOyJgtcpBd2pzMZYujO6bvaUnPjljXj7xdtla53mLpwDw+cIjskaUOwUHrAKIb0rMkxrDGy/Oyt6O82ZS+NlXU4QsLEnCl4n0HevEhtj6d4ou9VjcuKXL+LtF2+XrXWWu73YNQxVCKZx6EN3RW9nOXNpuKzLGQI29kTB6wz+blVkYyzdGmH3ektO/HJGvP3i7bK1bnIXAtfDKIxhvQOiNO7Zn+kASEJ682US0Tt+B76fXMLppa5ucuYFGjZigYCNPVHwWgB9Do/YGMs5jLvNYyAnftkh3n7xdtlaJ7mbX0Peq10UxrD34sZIqURxIojft8CJ0/qZ8tlJzkwHyfLeELCxJwpeb/S0qyEbY2nXCM6vN+TEL6fE2y/eLlvrHneJd3cC7D4UUATA4Db7e6UXOC7XQS9v9zhzabGsyzUCNvZEweuahY7UZ2MsHRlaZ7tJTvxSR7z94u2ytc5xl8TuFnl3E8/teHzIzFAa9tC9WN7OcebSYFmXcwRs7ImC1zkN3ajQxli6MbLu9pKc+OWOePvF22VrneMuCVdQhSLsQxkmwHZ0yOBQJHiT0Iiiv7sE2mFdnePM4dhZlXsEbOyJgtc9D52o0cZYOjGwDneSnPglj3j7xdtla53jrlCkpkIZhIAdplKWFQnaMvHsEmTHdXWOM8fjZ3VuEbCxJwpetxx0pjYbY+nM4DraUXLilzji7Rdvl611jrsiwbsPZXgHlnfA9gu4jXP0rrfqG9YoeF2aEuvqKAI2awAFb0fJrtttG2Op2yafL0eAnPi1EOLtF2+XrXWOO5VITV9AUQSOKuaXIQ0uTYl1dRQBmzWAgrejZNftto2x1G2Tz1PwtskGOAfaxIZZXzrHnerQmvjd42du4D+H64bFzWqT2fFNbNIrzENrZhbD0ueGgM0aQMF7blagOR4bY9GsmsUsESAnlsBZPka8LYFrwWPd4y6J1S1KSxaDmvb6lqUlQ0U9LeAo34XucdZCENmlPQI29kTB21MDsjGWnkLlbdjkxBvUsiHi7Rdvl611krskFKHs0ogqwatTh0ugHdbVSc4cjp9VuUXAxp4oeN1y0JnabIylM4PraEfJiV/iiLdfvF221k3uEi9vWThCCATbCKrhDXCRQm0vhrvn3eUHpkvrZ1229kTB21Pb6eYL47zJIid++SXefvF22Vpnudvn3DWMwa3y/LoEt6G6OstZQ3iw2noI2NgTBW89zDv7tI2xdHawHek4OfFLFPH2i7fL1jrN3V70AnhfA083JdCEwPwNeF5EZTp22UR6YJ3mzKXxsi4nCNjYEwWvE+i7V4mNsXRvlN3qMTnxyxfx9ou3y9Y6z10mJZnIxvAA3F8Cw2EE03YLrF6BxU8Mm6FH2CXYjurqPGeOcGA1bhCwsScKXjfYd64WG2Pp3CA71mFy4pcw4u0Xb5etnQd3ITB9TIlaFUIFqclcgumprvPgzBNYbKYSARt7ouCthPU8C9gYy3ki0Z5RkRO/XBBvv3i7bO3suAsDYPsHrH4BjA7e3ov0qTWXCPqv6+w48w8hW0whYGNPFLw9NSEbY+kpVN6GTU68QS0bIt5+8XbZGrlziaafusiZH5z70oqNPVHw9sU6cuO0MZaeQuVt2OTEG9QUvH6hdt4a54pzSBuvkJw1DnGvGrCxJwreXpnIYbA2xtJTqLwNm5x4g5qC1y/UzlvjXHEOaeMVkrPGIe5VAzb2RMHbKxOh4G0z3TYTuM3jaXvfiHfbGSruH7nrHnfkrHuctbnHNvZEwdtmRhvsm42xNNgdVs2YUu82wDngHXJnDZI7Z1B6q4iceYO6Fw3Z2BMFby9M43iQNsbSU6i8DZuceINaNkS8/eLtsjVy5xJNP3WRMz8496UVG3ui4O2LdeTGaWMsPYXK27DJiTeoKXj9Qu28Nc4V55A2XmF/OQuBYJvCdwjcnE+6ucYNp6ABG3ui4D0VWydu18ZYTtzls2+enPilmHj7xdtla+TOJZp+6uoXZ0LkvgG38ZXQSojHwHpJ8Wtpfjb2RMFrCXbXH7Mxlq6Pue39Jyd+GSLefvF22Rq5c4mmn7p6w5m4ROTxFtjfCj0BHu6ByxjnvxXwuQF+4gLjCbD8AOj0NTJEG3ui4DWC+HwK2xjL+Yy+nSMhJ355Id5+8XbZGrlziaafunrBWTgHhs8RoJM18HFTAm76aukxsP2m6DUwRRt7ouA1APicitoYyzmNv41jISd+WSHefvF22Rq5c4mmn7rOnrO92C0JVQjDCOz0ldHBNA59oOg1sUQbe6LgNUH4jMraGMsZDb+VQyEnfmkh3n7xdtkauXOJpp+6zpuzELgeRmEM6x2QceymPbkprNPlEtE7fge+n/wQ0vFWbOyJgrfjpNt238ZYbNvic3oIkBM9nFyVIt6ukPRfD7nzj3ndFs+as/k18PyjCGNICeE8gHlhPB0A4ozb+xZ4YkBvlb3Z2BMFbxWqZ/p3G2M5UyhaMyxy4pcK4u0Xb5etkTuXaPqp63w5S0TtBNh9ZMHchyvkYnrFwTbhBs7o2gAY3AL08moZpI09UfBqQXt+hWyM5fxQaNeIyIlfPoi3X7xdtkbuXKLpp66z5SyJ3T06pJb27sZiWMbwXhQfTpNeXsby6likjT2dheDVAYdliAARIAJEgAgQgdMhsNvtTtd4Uy0nXtyjUITYYyvbHeOQp0z8syBWNwmNOIoDbqrz3a23t4L3LCdRw3ZoYywNd6n31ZMTvyZAvP3i7bI1cucSTT91nS1nRSI1naJMBbEqbVmhePbDUZdasbGns/DwUvCam6mNsZi3widMECAnJmjVL0u862N4qhrI3amQt2/3bDnTEbz7yyXSXt+SmF8eXKs0NBt7ouCthPU8C9gYy3ki0Z5RkRO/XBBvv3i7bI3cuUTTT11ny5lOSEPam5tkY4BC8DKkQdsYbeyJglcb3vMqaGMs54VA+0ZDTvxyQrz94u2yNXLnEk0/dZ0tZzqH1vYxu4qDbGn4eWhN2xht7ImCtxTeEPPpGy5fPnCDEOHFReV118H0Gqv7JT5uUvlGwhAhLjKXq+ybDaaY/r3gw3PePRtj0bZEFrRCgJxYwWb9EPG2hu7kD5K7k1Ng3IHz5SwJUyjx2Eq0cgfXCg+5KeoxRvv8H7Cxpx4K3gDz+RBPWgIzxPx6iGe8Y/t9h6/rR/w+LEvFaTi/xvDzCutvIZKTH1HPI35nOSEMIJgOcLsY43377TXXtI2xnP8UOu0IyYlf/Im3X7xdtkbuXKLpp66z5iwJRVDF3k6vgYW4gi31M3kHPnI3qpXV4YeiTrViY089FLyAFKW/M+w+Mvf/KciOBO/nwxbfQiCHc1wPn+VNKPLfqieK6lY+G2A6eMXIs9gV3bYxlk7Nhg52lpz4JY14+8XbZWvkziWafuo6b84SL29BDl1x0cQ2xnmYv3ACUltAaAtVXK8fejrXio099VLw6gjXhMLJu0AAABTuSURBVH3hgX0dHQRu/t95KykT05E3d4L1Lvb+BlNc/70UiucmLdDGWJrsT3ndIYLpI14XP/KqcvkzHmMy+0b2m+W43Hg8wWz5gXSEyenGUd5ybU6EPd0uJEZjxUdZGAZ4e3zF4idBcYzJ+wwvTzeVoTqy5/FHW85XEQ8qZdfHkwLTx2csfkrKnIAUa7zDudl4KniJhq5r4wVAhQHmb694TnmSxpM1lh8l3JqO4wQcFTVpzV2LxtC3rpw9Z/tb1QwvjkinL2P+Xe1pYWNP/RS8iEMVrtaVXt5jgRtiPv/C3dOTUiRkBK+I3U3H/YoX3+oe31KlifjgL9x9xPWEAcKLcuFRW7CkTMnGWLQt0WlB4QW/xQJjjCcPmN1fAvjDavWJzWiG76fESx9zKtXeGJOrK2CzicWd/5ARGwjqcZIav0LwSrsUd71LHK9whQ0WiTiaVM+DtODFeAIBb/bnHi8KcXVoV5TuvuA1H085LxGGujZeZFXHz/+tYvE7FuFYx2uV+ThsLLq5Z+rNleb6xZqLEegFZ+mrhN/XwP79pMIlBOZvwPMi+iPFrtH0sbGnngpeIJhP8Xf3gaeLEMH8DatfNdabjfCYTTDZv+BjobAXCbnnNwspzoTg2iwW+JmssR6tFPVvsNlcxcJhg43wXha8nKT/x4Vg6ZzgTcRCtWDd45MTb2EwxfB2AeiKOqMp57awzQROehCNH3h/v8Lz8+LIwyv+/ogZlmlv7t5jW41vWvBerXc5z7p6MZfx7z/C27zGw+ctnjvt4T0IV5PxVPEiP3wlTpocKKCOdo6EiWd5SX6f9fbbjcOtpdevrc5cqd86a7BBoDecZS6cGAOTB0A4aobDCLbtFli9puJ6DT3CNuCf4TM29tRbwZvlP86ioDAK3Xjf+Ibs6BAajj1myd/34lUrhvjQISeCpWuCVyNmOhpSmWhI/tYu76Jq/bGZwFE9sYdPiPr7FQa3x4JXvd4dxE9eLCnLx3xoCV5Z9hMPMj69nRwY4W01Hg1etG286I0Vt6H6WE4+aNIfe1bjaN/b0oi79nW/lz3qF2chMH08PqyWYV6I4Rk0vAe9tJeqQdvYU38Fbz7coABdXcGbEV4VoRLHdYYIw4K0ZaWsGwqWjgnevXes8lBfyUv/hJkwqiZs/u82E1jK3XRseDC1ELya3kUTwZsZ3BkIXovx6PCib+OFC5Q8SKveHSqfF4cPxfZ/DLqaK6ZzkuXdIWC7vrnrwYlqkgfW/hBt844O3t4L9cH3E/Wyc83a2FOPBG+UU3cfuSBDD96x/n5KpQ9Lcx6L0O0Ug9eRMg7uyEISj8p4jPfZEk/xSalwPsVbOmQiFfYg6xD/ttrStN8OtTEW3zMiEQzv6xF+Xz+LD1upPFmpzibhDlpeTN+DrPsRkvcQGgneJPZTU/Ds21pjJkKpxc9wiJvKhbuHgleTF20bL7LL/ZqjitWtwr3q7yecDBVNd2H9ai96p+kZOTsN7ufaqo099UjwCtoPgQXpw2hhMMdbPog3EaHrB3ze/mKWZFYosZ50HOkat7jdTPb5eOuGNKibNRQsdcWV15mTO+wzecfD/SUuxYG1V3HiX5yBikNHeit403mi44NJBoK3KO65kObCLA0i20NZfup2CiubBTPCpmo8urwY2HgxKSUxwJr9bFlstc4yY8+dTu0s0wQC5KwJVPtbp4099UzwHoyjKL1YdHHEQ8qjq5srN87ZizF+rkSOX8jsAhtVeijtPMDlxmwsWDopeCd434rDhWksci/yvgreWNxmPNe6gncvXjW9uwWmKD4WH2+fZSq0Yg96lfA6zaJts2BqCV5tXg64VNq4zoe2OCz7PpPnY/7+Vvh8jlLUFWfHaCcvOtZgz51O7SzTBALkrAlU+1unjT1R8OYukDgWvNFL4XdWcTJdCIhHYPbwidv4QJoIZfiSmSCyRqmOCw4RBMCNbsLYmoLFxlj8Tq3yl3HmZPowuhBEZMRQXSZyniENqQNR6WTEWoL3kMbKyQ1/cZsozDLSTmFlPwfKxmPCi4GNV9yRI7KRPL4ucEixPMbk4QH4fJahW6rUZNWear8z3qQ1e+5MWmFZlwiQM5dosi4be6LgrRS80aGg9OUTKlMLptf4e/nG3VfqFjeZDH51iBtOHszH8IrfyxAK4SXb4qNS9NYXLDbG4nuKlV27nE3F1L9Da4mIFxdrZHLiJrmHx1EqvdH9Ry4VpP1Bx0L+S+NIxVP9EbymvOjbuM3sKxDf+6rayYvOSLuwfumMo09lyFmf2G5+rDb2RMEbC94wDHFxcRHlu82ENMhj8OUH18SNRV93+HiKn8+kHEtH78YborVCGtwIFhtjad6EFZ7w5x/FVnn+sJ6Gx61llx6osDThJHtxQDEzRTlYnR7go+A9SMh9vuzy2ZLwUrz7YH8gdd+yKrQi0y0KXt9rWp/bM1nf+owTx66HgI09UfAKwRtMMUfkCVMK3jjPqbgJJdk9DoIANzfRPmMwn2MY37ymk8ZMp4yacjdiV9RtYyx6ZuiwVNFWueL3e89aLma6Tpyzw5FoVeWEk8KQhrTtVOwipGKit2VX08pRHepVXWccf+LFB6vqxQtrgWhQyB5vC6FYxIuBje+vdp6sUclL5UdImrt28aJDoT13OrWzTBMIkLMmUO1vnTb2RMF794Xp2yU+YiWbCN71DPhb/eJ3dI8XoYQznl9xvfAWT/LawOylFTpiVqfMsRkbCBaNOWBjLBrVOi6SPsU+xkTs0RdeF5yEeYjbc+Ob8eIwkbZdaVsEkhNOCoRVEgKyxybfidE9PpJrMBMRlvGKB5he32KDMa72MRSp64mP4ndDBNM3rOJ25K2D+2uNRTrKaF6dMhOlGd41x6PxISKufS61cSUvSR7m+FmB997uVfmVa47D8Qy3rc6MO9tW+JxLBMiZSzRZl4099VvwYgJsgNn3B27CEMHXG14/o6uE32cv+zy6kWlFgirKurDFfD7EU/40WnIFcMUtajaC10iwaMwFG2PRqLaBIuIF/YhXcfVyXPt48o7ZyxOOQp1lzPQrnmXOMvEzxnjygOVHnLKrgd65rNIJJ0phlU1/pexzWrAWeHhl+r5MPmQB8RiT2VIRd576AFE2eHqvohneNcdTephQ08YLeckdWJN2P8NS6Z2vOQ6XBl+jLjPuajTk7dEQCLap1oY4XuC8daaRhs6Ps0ZgYqWaCNjYU08Fby40ID7lL7xfs+VH8TqTvLQmY2C0xLc3wWsoWDQMxsZYNKplkRoIkJMa4Fk8SrwtQGvJI+fBnRC5b8DtogTVMbBenoX4PQ/OWjIB2A2rsMyeCt4oVvfx8wHL78j7FwYhLiqzI8Qxvs8ynYIyBZb0xEL9t8RG1XHCfi2Yi49fvHVaIyc6KLkrQ7zdYem7ps5zJ66bfbxFatsKeLgHkhsM/1bA5wb7PHPjCbD8wEljgGqS3HnOao6fj7tFwMaeeit4a0EvsjI8Ai+xWE7XJdKTvY5mWJbEJ8qrhvEiszqc6sfGWE7V1760S078Mk28/eLtsrVOcxfOgeFzBMdkjf1JaCVAIeTLRoZpjYHtd2dFb6c5c2m8rMsJAjb2RMHrBPruVWJjLN0bZbd6TE788kW8/eLtsrXOcrcXu4ahCsE0Dn3orujtLGcuDZd1OUPAxp4oeJ3B362KbIylWyPsXm/JiV/OiLdfvF221k3uQuB6GIUxrHdAcnte2uObByldLhG943fg+8klnF7q6iZnXqBhIxYI2NgTBa8F0OfwiI2xnMO42zwGcuKXHeLtF2+XrXWSu/k1EJ//yIQx6ApeAeB0AIgzbu9bHN1Z7xLgBurqJGcN4MAq3SBgY08UvG6w71wtNsbSuUF2rMPkxC9hxNsv3i5b6x53iXd3Auw+slCkBe96CwxTf77In/MIgMEt0EEvb/c4c2mxrMs1Ajb2RMHrmoWO1GdjLB0ZWme7SU78Uke8/eLtsrXOcZeIWtUhtYzgTYU6FAEmvbzdi+XtHGcuDZZ1OUfAxp4oeJ3T0I0KbYylGyPrbi/JiV/uiLdfvF221jnukvhbVSiCKqRBpCGbvajz7yahEen4XpfgNlRX5zhrCAdW6wYBG3ui4HWDfedqsTGWzg2yYx0mJ34JI95+8XbZWue4KxOpJjG8AsQy8ewSZMd1dY4zx+NndW4RsLEnCl63HHSmNhtj6czgOtpRcuKXOOLtF2+XrXWOu1KvbO5a4dVrnHdXpN5VZGSg4HVpSqyrowjYrAEUvB0lu263bYylbpt8vhwBcuLXQoi3X7xdttY57oxEaip9mUrwMqTBpSmxro4iYLMGUPB2lOy63bYxlrpt8nkK3jbZAOdAm9gw60vnuCs9tBYAF0lSXnnPPTC8jQBRCV4eWjMzFpY+SwRs1gAK3rM0hepB2RhLda0sUQcBclIHPfNnibc5Zm15onvcxenEoEhLlnhsxdXB45/oYork5+hgWkk9bSGnoB/d46zlgPa8ezb2RMHbU6OxMZaeQuVt2OTEG9SyIeLtF2+XrXWSu0TY5jM17AVvDiFVRoeiOlyC21BdneSsISxYbX0EbOyJgrc+7p2swcZYOjnQDnWanPgli3j7xdtla93kLvHOKnLoijCG7R+wAnB/CdykQhwS4PbZHBReYpfgNlRXNzlrCAxWWxsBG3ui4K0NezcrsDGWbo60O70mJ365It5+8XbZWme5Sw6vifCF7TeQv0itCCTTyylcgu2ors5y5mj8rMYtAjb2RMHrloPO1GZjLJ0ZXEc7Sk78Eke8/eLtsrVOc7cXvQDe18CTwpu7BysE5m/A8yL6Tccum0hz3mnOXBov63KCgI09UfA6gb57ldgYS/dG2a0ekxO/fBFvv3i7bK3z3GUumxgDk4colGE4jGDaboF0Pl5Tj7BLsB3V1XnOHOHAatwgYGNPFLxusO9cLTbG0rlBdqzD5MQvYcTbL94uWzsP7kJg+ni4ZEIJkBDDM+CjzAvsEtnm6joPzprDhzWbIWBjTxS8ZhifTWkbYzmbwbd0IOTELzHE2y/eLls7O+72h9Z+AYwO3t4L3SBfl+g2U9fZcdYMTKxVEwEbe6Lg1QT33IrZGMu5YdC28ZATv4wQb794u2yN3LlE009d5MwPzn1pxcaeKHj7Yh25cdoYS0+h8jZscuINatkQ8faLt8vWyJ1LNP3URc784NyXVmzsiYK3L9ZBwdt6pm0mcOsH1eIOEu8Wk1PRNXLXPe7IWfc4a3OPbeyJgrfNjDbYNxtjabA7rJoeR+82wDngHXJnDZI7Z1B6q4iceYO6Fw3Z2BMFby9M43iQNsbSU6i8DZuceINaNkS8/eLtsjVy5xJNP3WRMz8496UVG3ui4O2LdeTGaWMsPYXK27DJiTeoKXj9Qu28Nc4V55A2XiE5axziXjVgY08UvL0ykcNgbYylp1B5GzY58QY1Ba9fqJ23xrniHNLGKyRnjUPcqwZs7ImCt1cmQsHbZrptJnCbx9P2vhHvtjNU3D9y1z3uyFn3OGtzj23siYK3zYw22DcbY2mwO6yaMaXebYBzwDvkzhokd86g9FYROfMGdS8asrEnCt5emMbxIG2MpadQeRs2OfEGtWyIePvF22Vr5M4lmn7qImd+cO5LKzb2RMHbF+vIjdPGWHoKlbdhkxNvUFPw+oXaeWucK84hbbxCctY4xL1qwMaeKHh7ZSKHwdoYS0+h8jZscuINagpev1A7b41zxTmkjVdIzhqHuFcN2NgTBW+vTISCt81020zgNo+n7X0j3m1nqLh/5K573JGz7nHW5h7b2BMFb5sZbbBvNsbSYHdYNWNKvdsA54B3yJ01SO6cQemtInLmDepeNGRjTxS8vTCN40HaGEtPofI2bHLiDWrZEPH2i7fL1sidSzT91EXO/ODcl1Zs7OksBG9fCOY4iQARIAJEgAgQASJABIDdbmcEQ+cFr9FoWZgIEAEiQASIABEgAkSgdwhQ8PaOcg6YCBABIkAEiAARIAL9QqAJwTsA8I/8/3a73T/1C1qOlggQASJABIgAESACRKANCBQI3n8GIGIjkviIzH+FoE1+kv+f/i8FbxuYZR+IABEgAkSACBABIkAEJAKuBK+sK/W/xMO7F7+73e6/EnMiQASIABEgAkSACBABIuAbgcFg8J8BCI9u4tVN//+0l1d0TXp6VR5eleDNeHopeH1Ty/aIABEgAkSACBABIkAEYg9vWvCmRW8idtNpH44Eb1oApz28R2ENFLw0OCJABIgAESACRIAIEIFTIJDz8Kq8u/k43oyHt0rwpkMa/tspBsg2iQARIAJEgAgQASJABPqNwGAw+E+KkIa0d9da8CZiV/53t9v9935DzdETASJABIgAESACRIAInAKBwWDwH3Pxu3mxayR4E49vRuyKuN/dbvc/TjFAtkkEiAARIAJEgAgQASLQbwQGg8F/iA+jqeJ3BTjWgjcteo8EcC6rQ9FBuH6zw9ETASJABIgAESACRIAIlCGQP2yW99yqBG46/64yB2/iwU03nBer+cNryb9FqrKiv1Hw0piJABEgAkSACBABIkAETBGoEryJAM6LXFX8btrTe3RoLS2C8xdQqDI3pH+XPJsWvCpRbTp4licCRIAIEAEiQASIABE4bwTSYjcRq2mPrY7YTYvcTH15cZoXqEWCtsi7m1Chqve8aeLoiAARIAJEgAgQASJABFwgoOvpVQnipH1jwZv33ObFrsqzS8Hrgm7WQQSIABEgAkSACBCB/iGgErxpr2/6NrX8/9cWvCovb5HoTZdNh0D0jxqOmAgQASJABIgAESACRMAVAkUH0IzFbl7YpjtYFIebF7UqkUvvriuqWQ8RIAJEgAgQASJABPqJwNH1wIp0Y0fpx2Ko8vHAykNrCaxVorfIE5ynhQK4n4bKURMBIkAEiAARIAJEQBeBI5GqEK9lIjhpR1lPlRgty7jAbAy6FLIcESACRIAIEAEiQASIgA0CquwNReK2SDSXeniLPL15z25ZOZuB8RkiQASIABEgAkSACBABIiAQUIlY3d/tEazy8KahLitrUg/pIwJEgAgQASJABIgAESACuggUem4LBPFRvTZC1eYZ3QGxHBEgAkSACBABIkAEiAARqEKgTAQ7Eby6Xt+qjvLvRIAIEAEiQASIABEgAkRAFwEjkZuu9P8DlGoTVTzxUKEAAAAASUVORK5CYII=" 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渝粤教育 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" 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