普通地质学是对地质学的概况和基本知识、基本理论的概括介绍,它不仅是地质学的一个分支学科,是地质学的入门工具。其主要内容包括了地球的基本知识、外动力作用、地质学的发展与演化等。普通地质学作为我校地质工程、石油工程、勘查技术与工程等专业的入门级专业课,其为后续学习打基础的重要性不言而喻。而普通地质学作为一门低年级的入门级专业课,更重要的起到了激发学生学习兴趣、全面梳理专业知识的不可替代作用。为了更好地带动地质工程等相关专业的学习气氛,用兴趣爱好带动学习主动性,全面深刻地让学生“学石油,爱石油”,地球科学学院团委举办第六届中国石油大学(北京)普通地质大赛(PGC)。中国石油大学(北京)地球科学学院定于2018年12月21日举办第六届中国石油大学(北京)普通地质大赛(PGC)。
现将活动有关事项通知如下:
一、组织机构
1、主办单位:中国石油大学(北京)大学生科技创新行动计划管理委员会
2、承办单位:共青团中国石油大学(北京)地球科学学院委员会
中国石油大学(北京)地球科学学院社团联合会
3、技术顾问团队:中国石油大学(北京)地质爱好者协会
二、参赛对象
A组:中国石油大学(北京)资源勘查工程(原地质工程)专业所有在读2018级本科生、中国石油大学(北京)除资源勘查工程(地质工程)外所有在读全日制本科生。
B组:中国石油大学(北京)资源勘查工程(原地质工程)专业2015、2016以及2017级所有在读全日制本科生,但不包括在本届赛事中已经报名参加A组比赛的学生。
三、赛事简介
基础知识竞赛(2018年12月21日):闭卷笔试,所有参赛队员需按通知参加闭卷考试,A组与B组使用不同的试题。
综合应用竞赛(2018年12月27日):A组成绩排名前16名及B组成绩排名前8名参加综合应用竞赛,并以“2名A组队员+1名B组队员”的形式自由组队。八支队伍以现场知识竞答的方式同场竞技,最后决出各个名次。
四、竞赛内容
A组:普通地质学中涉及的各方面基础知识,以及相应的前沿地质学成果,具有普通地质认知能力和一定的识图、绘图能力。
B组:普通地质学涉猎到的各类基础地质知识,包括但不仅仅包括矿物学、岩石学、古生物学和构造地质学,具有独立解决基础地质问题的能力和报告编写、清绘能力。
五、报名时间
截止至2018年12月19日23:59.
六、报名方式
参加大赛的同学请前往如下网址或扫描二维码进行网上报名,报名成功后请保留电子票以在参赛时验票。
报名网址:B组网址
https://www.hdb.com/party/bzq8n.html
A组网址
https://www.hdb.com/party/0gq8n.html
报名二维码:B组
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)
A组
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WpL/42eHtO1C5s5rXUjJbytE5WJMEqSDj5+nFbviLx7pnhnRbDVL2G6eC+x5YiRSwyu7nJHavPvhjd/wDCb+IdYXXi2qWkQ822ivv3oiy56A5AOMDivMRq+oaHqt9/ZN7cWW6Vlb7PIUyAxwOPSvftU1/w38NrOzuH0vyn1FfmaygQFyoB+bkZ+9/OuR/aAbdF4fdcjPnkf+Q6PhIp8ZW2rt4iP9qyWvlC2a9/emHcHztLZxnC9PQVz/iSPxr4Q1LTrbV/EdzOt63CxXkjAqCAQc49a0/i1oel6X4p8PQ6fp9rbRTH94kMQUP86jkDrXZ6/P4J8I65p1lc+HLf7VdsrQvBZx4Q7sAkkgjn0q/4r0DxLqfifS7zRdV+yafBs+0wee6eZh8n5QMHK8c1m+Ofh9feKfGmkanE1m1jaiNZ4pycuokLMMYIIIOOTXcadpVhpEDQabZ29pEzbykEYQFumcDvwK888WajYa34ou/DGi2v2LxQ5UpqmxU24QOf3i/PygK9PbpXnc2h+KdX8YzeDrzXpLiZeWM1zK0LYQP0PP6da7GLxzoXg3R4/B/iLTJdQm075JikSSQu2dwIDkH+IdRVO78A6944tv7Q0jU4bXQbwiW10+aV1WFew2KCo5z0rL8beJ7W28Fw+CXimOoaZKkcswA8pigOdpznv3Ar1jwfp1nqfw70KDULWC6hFpEwSaMOudvXB781uXGjabdWUVncWFrLaxY8uF4VZEwMDCkYGBXlqaaPhH4k1DxJqSxS6dqEklvb29kPnj3PvXIbaAAqEcH0qCX4oeAJ5Xll8Js8jsWZ2soCWJ6knd1rj9J0nWfibq97aWepMlrbs08MN5K5SNC2FVVGQMAgcUzwT4W1/VdZ1Ky0LVhYT2g2zOs0kYcBiOCoyeR3r1jxXP4T8D2FhJrHh21upbjKF4bSJiWUDcSWx1zVzx54m8O6DZ6ZJr2j/b47gN5C+RHJ5eAufvHjqOnpXjnh/wAN6/8AEw3ZGrGRLDBAvZpG2h8/d4OPu/yqT4ceGvEOvtetoGsf2elu8fnjz5I/Mzux90c9D19a9g8deJfD2hajpkOu6R9vmuCfIfyI5PLwVB5Y8ckdPSt3xDpVhe6dcXF3ZW088EDmKSSJWaM4JypIyOR2rzb4TzR6x4f1bVPESf2pLYSb4pLoec8ahdxCls45H51dhvtU+JmsWWseGdQuNO07T5UjureeZozKQwY4VMg/Kcc16Rq1vPd6Pe29nL5NzNA8cUmSNjlSAcjkYOOlYngPQtZ0DRprbX9S/tC5ecyJJ5rybU2qMZYZ6g/nU3ie90nwrp9x4kudMjlmhKhpYok847iE+8ee/r0rgV+NPhVb83y+HrgXh6ziGLzDxj72c9OK0/Dvjjwp438SLZL4cT7XMrOZrm2ibO0Z5PJPSotTtb74eeILrxNd3by6CWMUOm2zsBHu4GEOEABB6etcD468L3NzYy+N1miFjqkwkjgOfNQPnGeMdvWuh0XxBN458Lad4R8Pz3OmalYwpJJdNIUR1QbSAUO7ksD07VL8Kp9Xg+JOq6VqeqXV59jgljYPO7oWWRF3AMfr+da3iD4veHI9QutM1TQ7i7+x3DxkSRRuu5SVyAx+v51zXwjt9N13x3rksun28lrJG8sMM0SsIwZQQAMYGAccVwWpX11pPiXVP7NuZrP/AEmVP9HkMfyhzgfLjj2r3jUfE2jfD/QNLv5dLDS38Sq8lrEiu52hiWPGetWPHPi3RNC03TbrWtI/tCO6yYlaJH8vgE/e6dR09K4v4OOPE17rX9sj+0YoRGYEvP3wiyXztDZxwB09K8ptdTvdNupRYXtxarI/z+RKyBgDxnB56mvorxH4r0P4dSWcS6TsOoZ5s4o0Hy4HzdM/e/nUHxI8V6J4c+yx6vpP26a4jk8iTykbyiMd25HJHT0rm/hHqV9qXhHxI1/eXN0yLhTNKzlf3bdMmuS+GfhPWvECyXOm6qLWzt7lBcQGV1Ew6kEDg5GRzXpXi7wje22pW2saFdRaZpmnx+fd2tuWh8/YdzfKo2klRjmsPVvjnpV7o97bWthqMM80DxxyZQbGKkA5DZGCe1bHwSv7vUfCN3LfXU9zIL1lDzSFyBsTjJ7Vfl8Eajc/ER9autQSfR366fIWZT+72j5T8v3vm/8Ar15jrupaZ4V+NGoXN3psc9jCQv2ZI128xLjCnjqc13ngr4g+HvEPiSKw0zw+LK5dHYTeVGuABkjK81R8W/CrXvEmuXtymuxrZTy70tpGkKp+HSvIfEMOoaPqNzoV1fyzxWUnl7BI3l5HcKelfRnw906zh8GaNdRWlvHcPZR7pViUO2QM5OMmvH4vDuo+Jvit4itNJ1H7BOk88hl3MuVEgGPl57j8q1ZPgLrM0jSS6zZu7kszMHJJPUk4rmvCPg3VdW8UanpOmaqLK4sg6ySq7qJAr7TjHOM881634nv9D8A6Fp0mq6Lb38sgWF5Egj3M4XliWGTkirPjPxfo+gaHpd5qWkC9guwPKiKI3l/KD346HHFeO+G/DWqfEu/vki1MxxWp8xEundwoYnAA5x0pPAXg/V/El3qUOkav9ga12iQh3XzMlgPu+mD19a9b8aa54d8DCwF74ftrlrvfgxQRDBXbnOR/tVL8RfF2keGBYrqukfbmuUk8ptiHy8bc/e6dR09K8e8M+ENX+IFne3TatkaeBxdO7k5BPHXH3a5rStWudLuY2iuLhIPMVpY45CokAPII6Hj1r1+2+L2h3MT6XpWiTWMl9+5V4giBXb5Qx2+ma6vwroN/4L8MaqdevjqoAefBZm+RU5X5/XB/OvGPFWr6f478V6XFomnrpiS7LUqUVRvZz8xC/wC8Pyr274c+D7nwVoVxYXdzFcPLcmYNECAAVUY5/wB2sDxZ8M9c1/xLd6jZeITaQTldsO6T5cKAehx1GfxrzOGVfh98SZhra/2v9kBWTPPmFoxg/NnpuH5V2kHxs0C1lElv4ZaKQcBo/LU/mBSv4G1vxy58R6frz2NrqP76O2Z3JjHTHBx2rlPG3wvv/CmkHVr3VYrsvMsZAVtxJzzk/SvbvAP/ACIWh/8AXlH/AOg141aeL4PBfxZ8R6hcWslysk1xCEjYAgmUHPP+7XpHgXw7qEWt3HiafUmlstWgM0NozMTCJGWQA5OOBxxVnwr4y03XPFuq6XZ6SLS5s/M82fC/vNr7T0GeTzVj4geKrDwpp1rcalpn2+OaUoqkKdpxnPIrgPg5cDX/ABHrbXqm4t9geKK4/eCIFzwAeBxxxXlt1d3Flq179knlgzM4PlOUyNx9K+hfE3jHTvh7p+mzHShIb5CCbcKh+UKeeOfvU74g+M9O8Kxae2paT9v+1B/LyF/d425+8D13D8q8h8GeP7bQYdQTW7KXVWuNvkmVw/lY3ZxuzjOR09Ki8C+DtS8T6fqc+n6t9hS0C+YmW/eZDHsfY1xlWNPt3u9StbeN/LeaVI1f+6SQAa9jW4ufh/C/hPVbiXU7rXQVhuQ52w7/AN2MhuTg88Vl3rW3wq0i88P6japqF7qETzwXkShfJ3LsHJ5yCuePWus+Bt1Pd+D7x7meWZxfMA0jliBsTjmsb4s/EVUXVPC0NpNHcI0WLpZsD+F+gGenHWsPw5q0Pjjw5a+CFtRBqEgLHUpMOTtYycjGenHWvX/DHhS20Lw5Z6bcR21zLboVabyQN/JPf615b8UvBl/oovvEMOrslrLcKEtIwybA3HGDjt6Vu/DDx5b+IIbLwzcac7yW1qWaeZw4crjnBHvXX+N/Cs/ijw/Fpun3o09o5lkDqpxtAYbcAj1/SvOpbaLxyP8AhBII47S+0Y5m1F1DfaPK/dngYI3Fs8k9Kn82bx1Engaxmk0650EYkvNxKzeV+6OFGCMk55Jxiut8Qa/bfDPw1psstiLyUhLV5IsRs7BOWJIJOdteP+HPDt38TfEGpKmoNaojNcqs2ZAAzcAcjpmuTm8/Sr+5t4bh1aKRo2aNiu7BxXqtv8aNGhtoo38MB2RApYunzEDr92rHx7cS6b4ecLtDGUgemQlQS/AvU7qJWn8RpIAMqHidsfm1eRRsIp1YjIVgSPXBr2Jvjlpi2s8Nv4deHzUKkpKo6jHZa8gs51tr2Cd03rFIrlfUA5xXW+LvE9r471/Sxp9gNMwRBkEHlmGG4A6U7xZ4HvvD/ijSdLudWN1NelAk2G/d5fb3JPXmk8VeBbzRfFulaLd6p9rlv/LVZmVv3e5ynQk/Wvbfh74Ol8E6HPYTXaXTS3BmDohUAFVGMZP92qv/AAm1rP8AEp/Cj6SrSjrds4Of3W/7uPw61g+J/g3Nr3ie81a21lLNbgqVjW3PyYUL1DD0ryDxNYXfhzxFeaU1/LObZwpkBK7uAemT616x8KvAk8IsfElzqf2iG5t2/wBFeMnbnjqT2x6V2fjTwgPFGhCwtLiOwk81ZPOWLJwM8cEeteafCyzn0n4r6npc129wLSCaLeSQGIdBnBJxVX4qePotVkutCt9Oa1nsr5t10sozJt3KeAAec569qw/EfxAj1vwjpmj2+ntaz2Xl77kS5Mu1CpzgA8k56muOknmmAEksjgdmYmvWNL+Bt3dafbXkPiFYftEKSbVtzkbgDjO73qw9vH8Vv+JBbomlyaJ9+4K+Z5+Pk6DGOmeprrvAXi2z8U3F5pq6THbtpqKhkJVvM5K5xtGPu1876hLLLezCSR2CyNgMScc162PgbqBhD/8ACUHG3OPIb/4uuN8BeAX8Yrf3C36Wo09kJVot+/O4+ox939a9i8FeK7P4gWGpCLSY7EwAR5YrJncDz0HTFeReJvAj+B/EejQSXy3n2qVWyItm3DgY6nPWvoDXbS3XQNRZYIgwtZSCEGQdprwTwN8Obnx5YXF9/a/2Y203lAPGZCeAc53DHWuob4CXkjh38SKzL0Y2xJH/AI/XoPgPwlN4O0aexuNQN80k5mEmwrgFVGMEn+7+teffFzx5zqnhddMKsrRf6YJf91+m38OtWvhJ8QGuV0zws2nN8kcn+lmbOcbn+7j8OtdTa/D5bT4i3PiqTUFdZt3+jND0yoX72fb0pdN8CjTviBdeJf7VDpOHAtfLwFyAPvbvb0ry+78My+L/AIua3pwv2s08ySUS7S44I4xketdX8UtOXQ/hTplgk4lktp4YjMo2l8I4z1/rWDovwUGs6JZak3iBYjdwJMUNtu27gDjO/nrWP46+GH/CGaRBfLqovTLOIfLWDZjKsc53H+7+tZfgHxgPBeq3N22nfbvOh8rZv2bfmBz0PpV7wj8Q38M+I9U1M6e90L3diHztvl5fd1wc+nSvYPF/g0+P9F0xorz+zSoE5xFvzuUcdR0rrrO1W0tYoVwSiKhYDG7AxmuS8feN4fBMdk66Wl8bpnBCyBNm3H+yeuf0rjPgROZD4iaRzyISAzdP9ZXKfDvwBL4ykvpRqLWP2N4+PJLb9273GPu/rX0XPJHZ20soVBsQttGBnArkPBvjFPiNpGp5sBZGIeSCZPM+8p56DpTvB/hQ/D/w/qha/wD7SyDPjZs+6p+XqeuKTwp4oX4heGdURbMaYWD2o+ff95PvdF6Zp3hnwA/h3wjquivqhuDfiTE5i2+Xuj2dNxzjGeoq54C8Inwbo09i2ofbjLOZvM2bcZVRjGT/AHf1rmPF2tN4r8S3fgGW1+yQSlSdRJ3Y2qJfu4A5xt+9WMfiJJ8NV/4RiLSxqMWnfILwy+WJN3z9NpAxux1PSsHxf8WZvGWgSaSujC3Mjq/mLOXI2nPTaKueHfg9Brnh+z1GbxAbaS4j3tCYASnPTO8fyr0bVPh9Hq3gGx8OLqRRbbYRcrFkvtB7bu+fWvnvX9Em0fXr7TlMs62szRCTyyN+DjOOaznjmiXLpIo6ZIIr1jSdPf4WaJY+K4S2rNqsCRG1K+WIt6iTO75s4246DrXYeBPCdtpWqXPiVtRR31eHzWtWQL5JkYSY3Z5x06CvMdD8XT+CvGeu3celtei5mkjA3FAB5hOc7TmvWvGPj6bwroml38Wlm7a+AzH5hXy/lDddpz1qPxt8Rx4R0zTbuOxjvGvc7k8/b5eFB9DnrXGfAi5R9Q1+SVlTeImAZvUv615Q1vcC7YiGXHmdlPrX0d458dy+C5tNih0v7aLzduIkKbNu30U5+9+lcJ8fple+0Xy5FYeXLna2e61d+BVv9r8O6/b7tvmuqbsZxlGGa7fwH4IXwNYXdv8AbzeC4kEhZotm3Ax6muD+KkqN8TPC5jdSoMWSrcf66um8eeNhZ6xbeFo7VJU1mEQG6E3+p8xjHnbjnHXqK2/Avg4eCdHmsFvWvBLOZt7R7MZVRjGT/d/WuY8Xa1L4o8SXfgS5tfsdlKVJ1LJONqiXoQByRt61xHi3xC+laFP8PbS2F5DaMu29RvmfkS/cAI/ix17VP4e0uLwF4dtPGyXIubwqUbT3AQrvJXrknjr0rXh+G9n8QyPEcmsfZLjUh57WiIsnl9sZ3Anp6V2Ouaq3wv8Ah/ZCCIX/ANlKWw3t5e4EHnjPpXQeHNcj17Q7G9zFHNcwLK0KyBimRnFeJ/Fb4gS65Ld+HXsEiSxv2xOJSS+zcvTHGc5rsPhZ8Rv7b8rQ7i0htY7CxULOZvvlNqdCBjOc9ah1H4GWuqandX/9uSr9qmebaLcEDcS2M7uetdJ4u8S3Pw/8O6WlnYHUiNtueSvCp97gHriovFvxCl8PaNpt5Zael/LdgeZEkpzF8oPOAfXFePeCvCNt461TUzeaiNO8oiQAqGyWY5HJHTFWPAvw2/4S671GG5up7JbTbsbyM+ZksO5Hp+tevePPGt34KXTUtNLN/wDaQ4Y7iuzbt9Aeu79Kr+P/AIgS+GEtI9PsE1IXSSeYUlP7vGMdAeu4/lXj/gfwPaeLNP1K4utUFk1njahUHzMgnuR6frT/AAH8R5fA1rdwRacl2Ll1clpSm3Ax6H1rpL748XN9p9xanQ4VE8TRlvtJOMgjP3fevMdLsxqOrWdmzlBcTpEWAzt3MBnH411nizwwvw38YaSLedtQZfLuwGTZkrIfl4J67f1r2/wH4ruPF+jT3t1p5sXjnMQjLE5AVTnkD1/SpfGOn6d4j0G60W71OGz80oWbeu5cMGHBPtXJ+Evh3ofhPxDDqsPiOOd4lZfLZo1B3KR1z71B4k+GOheI/EF3qsviVIXuXDGNTGQvAHXPtV7wR8N9J8MeIl1Cy10XsyxsnlDZ0Pfgk1V1y5u/iF4ivfB15ZyWNlbStKl6ilt5TgDBAHO717Vm3nhmP4MwjxHZXDalLIfshhmXywA3zbsjPPyfrTbb4XaZ42I1xtcMV1qa/bJLaJUfyi/zFeucAnHNcloPw8h1HxfqmlajezWNpZmQRXUkYUSlXCjrgcjng9q60fFPWdBH9k2vh03VvYf6LFP8/wC9VPlDcDHIGePWun8X/Es+HPD2mX9tb21zcXe3zYDNgxEpuI454PHNcZ8E9TgbxNrt1dSw2/noHw7gDJcnAzXnGpaVqEmp3brY3TK0zkEQsQRuPtX0F408Zah4Q03SWsNKN+1whDj5vk2hcdAeuT+VVfH/AMS/+ETi082MFrfG6D+YBP8A6vbtx0z13H8q5L4G3dvbWHiETTxQs/lbQ7hc8SdM/Wuc8EfDX/hJ9P1O4v5rqxazAKKYfv5DHvj0pfh18OrbxtY31xc6hLafZXVfkQMCCCcnJ9q6W5+CelJpd3d2viCS4+zxNJhEQjIUnBwfavL/AA2wTxPpTMQqi8hJJOABvFe+eNfDFnrN9H4sg1EPJosHmrDHtZJDETIAWB4z0rT+HnjGbxroc9/PaR2zRXBhCI5YEBVOef8Aery7xJ4dh8VfHa80meZ4I59pMiAEjbAG7/Steb4MeGraZop/FDRSL95HaJSPqCaW3+C3hy7lEVt4meaQjISNo2P5A1m/DzRo/D/xpu9LhlaWO1ilRXcYJ4H+Ne3Jf2kt01tHdQPcLndEsgLj6jrXCfGy1uLzwRFHawSzyfbYztiQscbX5wK5G00v/hVPhzT/ABba77q8v4kt5bW5XYsW9d56c5BQDn1q/aXt/wDGMDSdZsJNKtIF+2R3ESMfMYfKFy3GCHJ/Cuv8V61f+A/C+lxaPp7ak0ey1IKsTtVPvEL9B+deM+E/D1j418R6qdavxpZy0+Cyr8zPyvzemaveDPhkPEms6la30l7aW9tzDMIcCUbiM5PHTB4r1jxv4m1PwZpumppOmHUi+Y3+ViVCgYPy+tV/GPxAu9EtbB9CsodVknDeekTF/JwFxnbnGcnr6V5D4D8I6X4tfUm1XVRpxtyhjG5Bv3bs/ePbA/OtL4efDL/hJzeyao97YG1aPywYceZndn7w7bR+dem/EjxhqvhoW8Gm6Sb6O6ik819rny8YH8P1P5Vx/wAE7myTw/rtte3sFt9odUHmSKpwVIJGfrXTaJomheC/CmtWlnrtvdG6hdvnmjBzsIAGDXgGmW0d7qtpbTSeVFNMkbycfICwBPPHGa990/RNF8JeA9d0zTtZhvXuoJnVTKhdmMW0KADznA/Om/A60uLLwheR3VvLA5vmIWVCpI2Jzg1hw/8AJy0n+6f/AEmrhfir/wAlK1j/AH0/9FrV/wCC3/JRbb/rhL/6DXVeHP8Ak4bVvpL/AOgrVnxUum+AdcvvFml38N7q08xiksZZVIQPyThfm42jr61seAPH+veK9Y8jUdFW0smt2lS4WOQKxyMAMeDkE/lSfG2xur/wbbRWVtPcSC9RikMZcgbH5wO1cZovxc8SWtnBpFnoEVxJYwrCUEcrSAIAuWAPHSu98aePNQ8LeEdI1WOyha5vdglhl3ARkx7iPXg8c18+vFfa/qd3cWtnNPLLI0zpBGz7dzZ7ZOOa+hPE3iXWfCvhjRX0jSWvppIlSWMxOxjwg7L059ap+N/igfDmm6bNpf8AZ97PcZ8+LzdxiIAPRTkckjn0rkvgdq1naX+uy313bWvnCIr5sqoCcvnGTzjNeeN4b1prot/Y+olS+c/ZX5GfpXvPxF8fXvgu40mKztLecXu/eZi3y7So4wf9qu3uEWW2lR22KyFS3oCOtfOvif4fWdhqunW/h26udWt5zi4lgAlEPzAclBgcEnn0rp9a+DvhrRrKeS48QTRTrC8kcc0kSlyAcYB5PPpXL+Cfh9a+KvCuranLcXSXFkXEUUKghyE3AdM8njiudsNM1vRtQttS/sa+/wBDlW4/eWzhfkIbk44HFfQnw48YXXjTQbi/vLeGB4rkwhYicEBVOef96uDkvLaw/aOmuLy4it4VHzSSuEUZtgBknitTxF4L8EeJNdutVuvFcUc1yQWSO9g2jCgcZye1TeFfCngrwnrkeqWfimCWZEZAst5DtwRjtisbwpcQ3fx/1Oe2mjmhdZSskbBlYbV6Eda0/EXw88Gal4hvrzUPEwtruaUvLD9rhXYx6jBGR+NXPCXiu60zVm0S9hgt/DljEYrPU5sos4UgJ+8J2NkZPHXHFejwzRXEKTQSJLFIoZHRgVYHoQR1FfPM+ua54A8ea7rEelP5d3czQrJdQuI2Bk3AqeMn5fXpXres+Gbb4jeFNJOpzTWxZI7o/ZyB8zJyPmB4+Y14v4U1jWPB3ifV4vDumtqTKzQMpieQhFfgkJ9K9O8afFJvD+j6bPpb6bd3k/FzAZNxhO0EghWyOcjmsm6+EfhVYYr7VNduLNrwebiWeKNSTyQNw7ZrxSZFjnkRDuVWIB9RmvpTxx4o17w5Bpf9g6T/AGiJ1bzj5Mknl4C4+70zk9fSuB+OGsWOoXWhSafe2t2YRKX8mVX2nKYzg8dDXTeDvievibSNWOuy6Zp8kSbYV83YZMq2eGbnoOnrXm/gHxf4g8MWN8ND0cX8Mjq8zmGRxHgHup449ap+I/F9x4+13TW1aO3tEQrCzQ5ACM3JJYnpXtXhbSdI8GeE9Xl8O6kupJGr3BZpUkAdUyFJTHoK89j+M2qa/Kmk6haadb2d+RazzLuBjjf5WYEtgEAk88V6j4B0DSPDuiz22hal/aFs9wZGl81JNrbVGMrx0A/OszxF8I9F8Ta7careXd/HPcbdyxOgUYUKMZUnoKzP+FC+Hf8An+1T/v5H/wDEUf8AChfDv/P9qn/fyP8A+IrZ8LfCzR/CWsrqVjdX0kyo0e2Z1K4PXooqnrPwa0LXNYutSubvUEmupDI6xugUE+mVNbOq+AdO1fwjZeHbie6W0s9nlujLvO1SBkkY6H0rd0nTotH0m00+3Z2itYVhRnOWIUYGcd+Ky/F/hCy8Z6bDY6hNcRRRTCYGBgCSAR3B4+Y1r6fZpp2nW1nEWaO3iWJS3UhQAM+/FYHhzwHp3hnW7/VLOe6kmvs+YsrKVGW3cYA71zt18DvD93dzXEl7qYeZ2kYCRMAk5/uV0PinwDpvi2wsLS+nuo47IERmFlBPAHOQfSuZ/wCFDeHf+f7VP+/kf/xFelhAIggJwBtrzQ/Abw6T/wAf2qf9/I//AIij/hQvh3/n+1T/AL+R/wDxFdN4X8A6d4T02/srGe6kjvf9YZmUkcEcYA9a5n/hQvh3/n+1T/v5H/8AEV03h7wDpvhvQdQ0mznungvwwkaVlLDcu04wAOlcz/woXw7/AM/2qf8AfyP/AOIrsPCPhCy8GaZLY6fLcSxSzGYmcgnJAHYDj5RX/9k=)
七、奖项设置
基础知识竞赛:A、B两组各设成绩前5%获一等奖,再10%获二等奖,再15%获三等奖;
综合应用竞赛:一等奖1组,二等奖2组,三等奖5组。
此次赛事及本通知的最终解释权归共青团地球科学学院委员会所有。
中国石油大学(北京)大学生科技创新行动计划管理委员会
共青团中国石油大学(北京)地球科学学院委员会
2018年12月13日