建议大家报考一下强基，强基页面有两个调查很值得
1. 你是否适合强基2. 你的性格和做事方法适合哪些行业。
第二条的测试和我让娃3年前做的职业测评（霍兰德）结果一致。这里我就不细说了。
第一条很有意思，我复制粘贴一下
你具备优秀的学习态度，对待学业认真负责，又有坚韧、抗压的心理素质，非常适合报考强基计划的相关专业，在未来的学习中，认真的学习态度可以帮助你这些品质会帮助你在今后的学业发展中更进一步。
你对某一专业有较深入的了解与探索，但对其他专业的探索较少，你可以通过阅读书籍、参与实践活动等途径，增加对其他专业的了解与探索。同时，你对当前所选择的专业认同感较高，有较明确的学习目标和个人发展方向。你愿意在专业学习上投入大量的时间和精力，以实现个人价值。你非常肯定当前的专业选择，并能够坚持这个专业选择，不会轻易改变。这样的态度将帮助你在专业学习的道路上取得优异的成绩，并能够达成自己的目标。
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**hFAAAEEEEAAAQQQQCB4AgTA4O05K0YAAQQQQAABBBBAAIGAChAAA7rxLBsBBBBAAAEEEEAAAQSCJ0AADN6es2IEEEAAAQQQQAABBBAIqAABMKAbz7IRQAABBBBAAAEEEEAgeAIEwODtOStGAAEEEEAAAQQQQACBgAoQAAO68SwbAQQQQAABBBBAAAEEgidAAAzenrNiBBBAAAEEEEAAAQQQCKgAATCgG8+yEUAAAQQQQAABBBBAIHgCBMDg7TkrRgABBBBAAAEEEEAAgYAKEAADuvEsGwEEEEAAAQQQQAABBIInQAAM3p6zYgQQQAABBBBAAAEEEAioAAEwoB**hFAAAEEEEAAAQQQQCB4AgTA4O05K0YAAQQQQAABBBBAAIGAChAAA7rxLBsBBBBAAAEEEEAAAQSCJ0AADN6es2IEEEAAAQQQQAABBBAIqAABMKAbz7IRQAABBBBAAAEEEEAgeAIEwODtOStGAAEEEEAAAQQQQACBgAoQAAO68SwbAQQQQAABBBBAAAEEgidAAAzenrNiBBBAAAEEEEAAAQQQCKgAATCgG8+yEUAAAQQQQAABBBBAIHgCBMDg7TkrRgABBBBAAAEEEEAAgYAKEAADuvEsGwEEEEAAAQQQQAABBIInQAAM3p6zYgQQQAABBBBAAAEEEAioAAEwoB**hFAAAEEEEAAAQQQQCB4AgTA4O05K0YAAQQQQAABBBBAAIGAChAAA7rxLBsBBBBAAAEEEEAAAQSCJ0AADN6es2IEEEAAAQQQQAABBBAIqAABMKAbz7IRQAABBBBAAAEEEEAgeAIEwODtOStGAAEEEEAAAQQQQACBgAoQAAO68SwbAQQQQAABBBBAAAEEgidAAAzenrNiBBBAAAEEEEAAAQQQCKgAATCgG8+yEUAAAQQQQAABBBBAIHgCBMDg7TkrRgABBBBAAAEEEEAAgYAKEAADuvEsGwEEEEAAAQQQQAABBIInQAAM3p6zYgQQQAABBBBAAAEEEAioAAEwoB**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**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**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**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**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**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**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**H11EXW8Yl5z6pGh5/Q+NmfR7uSsw43mVl5xjJKfIATupQC3eOYpmCCz7GFiZfcURbkGAJ6QJGkYr1qY30DJT/CsAX0jASSABLojAWwAu+OqYE5IAAkELQEmx0ApvVKW5bbDM3gUo6rqY5TSMyVJuj51LY3QmsAGFFI9Yv0bKDyhNzaTY+gZovV9YlsKFzkGd35Th1bcEybQmAXbk5/Sm3NH9jOG2R+ilJLoUDqAzTvaQvYQQuiSHcnsgBNuY/Zw+6MtGjn65M6kl7gFMUh+QiAQogHkAUBiW64E3rZPJDe5rxVFeY8Q8qMoilzXK1DyEzzXBH0jASSABLobAWwAu9uKYD5IAAkELQGr1RpFCGGHZLjkGHgVsmfPnqTW1tZiSunZsizvTF5FnwYK7V6bJARupxoc0JNDIOQYWH7nJdWdem2/Iy+9akvI2nkovFpPzh3ZXpZWK17W59hTzxQmZN8r1bhORX1RiZ/7yMDqvM8O9nzss9IYbgeODI1rTLjDUp3/wb7Ye76tiGKv5nIZBspPXA4E2n1PSDW4pmIy+YglbrVahxJCvg8JCckYMGBABZdiPOQnKKXpsixz26XllT/6RQJIAAl0RwLYAHbHVcGckAASCEoCnnIMPAtQVXWNpmn1sixPSc6lYwDApdXmMdYBhfV6c5g7wj6t0SFULt/Vm5scA8tx3ojyx2tbhOKVBUls14nbWDCqfFFFk7B1dUHSe54yEA8Nqrg+qYc2cs6WlFncgrMDZwZXZMWGaJZ521J078x2lKdLfsIMvedvS16mpx5C4GkKMNLtg1DYUT6JDHdfW63W5YIgRIqi+ICeOJ3ZBkp+orM88DkSQAJI4I9CABvAP8pKYh1IAAn8rgS85Rh4JWOz2c6klH7Q2tqaMWjQoGPJuZQdkHFZWzwC+0ED1wEnekag5Biy0w+fMSyu4b6pm9J0H1bTUb13iocuEKMbb5m+OW0Cm+etA7h0dOla65GwN9YVJ/xbD7fObJ8cU7pux6GIF/JKenmf1tqZqc/PjZKfEAgM1gCe9Qo81Z5DlrN7BQUFPUNCQooJIddaLJYffU6wixPd8hO/nT7KvnvFgQSQABJAAjoIYAOoAx6aIgEkgATcBDzlGHhSUVX1n5qmfSTL8vPJK+l4INB+d+6/3/3pbmICJcewbEzZC9ajoW+9qiR8zZPbfxuvHi/mlcT/cLwGMDu95qxh8c33TP0l9Q6eebBGVIppunnaptT7eMYxSn6CAORQAld75Npo1sBycDIpZfesVuv9giBcLYoiVzmNQMlP8FwT9I0EkAAS6C4EsAHsLiuBeSABJBC0BJgcA6V0riRJba/H8SjGZrNlU0ofFEXxrH7zaI+mWLABQJ+2WNR14udcvbEDJscwsOq63j1ax8zZmjpDb84d2U8aUnlLr1BNnLslue3VS+8dQGY/f5T98cPNgrpyd+83eOazcJR9cUWjafOzhXzlJxaNKltxoD70qxesCf/wtx6BQowmuA6EiXT7IACvlOeQu93Xqqr+QAh5zmKxcH2Fl8lPOJ3OBZmZmVzlJ/xlhXZIAAkggWAhgA1gsKwU5okEkEC3JeApx8AzSVVVVafT+XBmZuZnySvpciDwWLt4BMaD5tL+83sESo6hf0xzz4ekqvx/2WOn/GN/T8XvhDsxHJzQGH9XenX+R7/GTvi3PWqfe/rxGsALkuv6XX3qkbWvlCRk7a4Or+GV0+V9aqWLU+uWr1YSs/bWhh3jFccw+QkC1wNAew1IAhfZJxLXrm1RUdFlJpPpWVEURV61ML+Bkp/gWQP6RgJIAAl0BwLYAHaHVcAckAASCFoCTI4BAM4URZH9kcxtqKrKhLglURRvTVlFR1EKm72CbQDq9TqoH9lMGVZxdw9CY3nLMUwfVv6QAIQs3pHs/Y2ZH1mf2ITJL7RqpG7ZzqQXPWcdrwFkz6cNrbjXLDijFm1PfdrQRLyczRxmf1gDSpfuSOEqPzFrWPljLRRql+9M0Sc/IcDzQEFuK4PAf+wTyXnua1VVX2c9miiKC3hyY/ITmqb9mJmZyVV+gmcN6BsJIAEk8HsTwAbw914BjI8EkEDQEti1a1dSaGhomxwDr0KKior6CYJQ4nQ65YEDB9qSc+knANCmM0gADlIKt+mNHyg5hj/1rbNcmlK74pmixKx9dWHcjva/+pQjQ85NPvb4wq2J2UccYc2+NICx5uaw2SOr8v5j7/nER/tjd+lleiL7flHNUY9kVuV/Xh4z+Z8HotirvFyGYfITApwGFNqdKkoI3F8+kbzAEi8sLLSYTCarpmnpmZmZbTutRhfllp8wmUzpGRkZlUb7R39IAAkggZOBADaAJ8MqY41IAAlwIeApx8AlwG9OVVVlB70cEEVxbsoqehulsMEr3nygoPsQlceHlz5+tNXMXY5h/siyRVWN5m3PFvV+lye3RaPKnj7YEPr180UJG73jnGgHkM27P7P6yrSIlgtmb0lt/4qtwck+Mqjq+oSw1pFzt6Zyl5+IMTssT2xP0yU/QQnMJACXtGGgUOlogYzqacTVxKuqyrQV+4qiyPUgnUDJTxi83OgOCSABJNBtCGAD2G2WAhNBAkggmAgUFRWdKQjChw6HI53JMfDK3Wq1XkQIeUUUxfTRL4KptBGKAeAUj3jfAQX2eqiuESg5hvEZ1ewUzKwZW/rcqyvhTozvlWsu7RfZdOXMLWmPHG9qRw0gm794VOkz++p7bHzRGv85zzyDSX6CAqQQ4joQpu1vBwqwsiKHTGaMKKWCqqollNK7ZFn+Fy9ubvkJp9N5bWZmJjf5CV75o18kgASQwO9NABvA33sFMD4SQAJBScBTjoFnAaqqfgMAr4qiuC45ly5ln6m1i0fgTtBgr94clowufcF2LPzNv1njdEtIdJTLsjGlr+480uOlPNt/5Rh4DJMAZNno0ryfq8OffmdP3BZ/GsAbBxwadXpC46PTNqdlOzWgPPJkPrMtNWcNjW26Z9qmNK67Zkx+whLdePOMzWn65CcEuA0o3OnJg2gwpnwycX2TWlRUNF4QhDslSWr7PpAHu0DJT/DIHX0iASSABH5vAtgA/t4rgPGRABIIOgJWqzVbEASXHAPP5BVFYUft3yJJ0ti0lXS4k8A2z3gU4HVC4RW9OTwcKDmGwZW3xIY6pce3pszTm3NH9o8NqRwfYXamzN+WsuRE8zrbAWR2c0eUz2hwmMqf2tV7Hc98AyU/sWBk2ZLKppBNuuUnCKz32oX+xJ5D/uxmpCjKVwDwhiRJL/PkxuQnNE17TpZlrvITPGtA30gACSCB34MANoC/B3WMiQSQQFAT8JRj4FWIzWYL0zSNHfySNXDgwG+Tc+nfAeBKj3hlQOBW0Lk75ZZj+LIsasqnB2O4yjHcnV6T9/HBXvf9qzSS2yEhpyfXp2b1O/z6G3vjs3+qCC/X0wCekdSYckv/mrz8fb1u/dkeWcZrrS9Kq+93VZ/DL7xcEp8dJPITFwCBx9v9YwSB7IqJJJ/dKywsPM9kMuULgpBusVjaHb5jJMNAyU8YmTP6QgJIAAl0BwLYAHaHVcAckAASCBoCVqt1jiAILjkGnkkrirIYABIlSbonZSXNpgTYMfttgwIsJBTYTouuESg5hlnDyx5tdQrHntyVvFZXwp0YzxleNrPRaS59aldvtkt1wuHLDiAzfmxI5bgIszO1o91EI+oJNvkJQmAhBTjbo/Ziew6xuK8VRWGyE1WSJM00gs+JfDD5CU3TFFmWucpP8KwBfSMBJIAEAk0AG8BAE8d4SAAJBC0BJsdgMpmKHQ5HJpNj4FWIqqqZlFL2ume6tEO0J5cBi9XfHY8A/EAp6D45MtByDEt2JmfXNJm57Qj9tf+h0WMSGiZN2dQnu7O18bUBZH6WjzmYt6k6YuXbe+O8tRc7C+Pz8/gejrAZQ+0Bk5/4rDTq0c9KY1SfE/SaSAmkEwDvVzzn23OIa2dQUZQ0ACghhIwQRbHI3zid2TH5CbPZXOR0OjN4yk90lgc+RwJIAAkEEwFsAINptTBXJIAEflcCnnIMPBNRFOVNANghSdKSlFV0MaUwwzMeBbibUCjRm0Og5BgWjip7qrQh9N/Hk2PQW4On/eJRB1fvqQv7+GU1sdOTO7vSAN4tVl06ILrlLzM3pz1sZL7evoJOfkKACUDhZs86TE6QSh8lrsZSUZQZlNLhsizfxJMbk5+glPaVJInrQTo8a0DfSAAJIIFAEsAGMJC0MRYSQAJBS8BTjoEQovEqRFXVP1NKl0uSNLB3Lh0qAOzwjEUA8ikF9nqdrhFIOYZTIxr/MmtrH77Nk1x5VVqE49zZW1On+AKmKw0g87dwZNnyssbQb9cUJbBvMbmNQMlPLBl18EWltkf+uuIEv099JQTCKLhkIeI9gLxpzyG3uK8VRSkkhEwRRfEfvKAFSn6CV/7oFwkgASQQaALYAAaaOMZDAkggKAl4yjHwLMBqtW4ihDw**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**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**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**HoEyAHsemNKPSICnZKA2WxepShKgdFo9Gu4eVmW3z5ew83TvhkZDwD962EJ+BYAFvgKXlPpGHwl/8JBFWdc2rckLlijRNcqvOhYjfZXX8kmOUSgKQK9A2xn6bjSr9LOLd8c6ZG74VDIH/6g5dP0E8xxFnCU004GsLEgkWHaF1wFfIwxNkaSpDv80Q+nTEw/wTkfYDAY/BpIx599INlEgAh0HQLkAHadsaSeEIFOS2D37t0XazSavOjoaDyPY/NXR2RZxmh8WRetMaxhAImuehjA3ULAQV/obiodgy9kB2ts2tmjjscNCq697ffKgNys3/r4JFG9L2wjGd2HAObtGxJcE3eoUvfOsl29civtWp//3fow/cQkqIsK6lpmFyayV/ALWZZx9S9JkiSMPuyX4kw/YbfbY2NiYvBlExUiQASIwGkjQA7gaUNPiokAEXASwHQMAPBvo9GISdn9VmRZ/t97+3t+8vLuPs+4KfkXCPi3rxS7p2PwldyZxmNXjwyviS2p1Wz67I8eeZuPBR3xlWySQwRaS2Bi76q+15xREttDZ5+0pzQgL9vU26cOlE/TTzB4BACucOnjsWoB0cVzWbEsy7cDwFxJks5pLYPW1Mf0E5zzuw0GwyWtaUd1iQARIAK+JkAOoK+JkjwiQARaRcBisdwnhPD7pEiW5b8DwNUXrTFoGcDl9UYyOAAKxLXK6GYqu6Zj8JXMaUNPTDird1WsECA2F4fkfrA3YpuvZJMcIuAtgWkjisdPjKiIYwzYr8eC8j44ELnFW5nO9r5KPyEY9GMAuFquccpmAEsLEtnD+FnNPfq5JEkv+8r2xuSYTCZMP/G6v192+bMPJJsIEIHOT4AcwM4/htQDItBpCWzatEkXFhaWj2/Fo6Ojv/NXRzZt2tQjLCxsz9xfBmdvPhbsfsbwKRDgSHjtbYmJqIqMl46/+fGhHg+uPxi2z1t5E/tV9b1mYHFcuNZ+1p7SwNwcubffUmN4ayu1JwIJ0rGrRoZXx5XaNL9+djgid3OR9yvUlwwuG379oJJXVsi97tpdHORVgCPB4S4m4IEGI8XhnMI57GdZls8GgM/KyspGTpo0qcRfo+lMP1FWVhY1adIkv6Wf8Jf9JJcIEIGuQYAcwK4xjtQLItApCZjN5mcVRRlgNBr9GhhBluWscpsm+Jp1UdcBwMB6WAy+AwXSfAUP0zHYGat8YWu/HG9lJo0puntISG3s4Sr9W0t2ROZZFa3dW5nUngj4m4Ce2zSJY07EDgyy3vl7hS4va0e/173V+ci4ogQNE8E+ST/B4F8AMMzlGfBF4cMMc/XhKiCu/lklSUry1ubm2mP6Cc55gcFg8GvAK3/2gWQTASLQuQmQA9i5x4+sJwKdloDJZJIYY79pNJqokSNH+iWSIMLZuXPnBK1W++0166LeLLdpZrkBiwUBPgnLfv3Q0tFT+pU+s2jn4DuKKqCmrQNzv+H4ZcaI6rgKm0b+pjAi9/vDgT4JTNNWe6gdEWgLgYsGVg++tH9xXIjWLpmKA3NXmXt93RY52KZfCATMG33w7e+Kwp/4+ED4zrbKcbRjcJF7tF8m4J6Cuex1WZZ7A0C+zWa7ePTo0T7bxupurzP9hBBirNFolL3qDzUmAkSACLSBADmAbYBGTYgAEfCeAKZjEELsMBqNfk2OLMvyh2sLIvb+c2vfuQ2sFpAHALne96ROwrMTD6cfqtRuWG7q+3FbZF57RknMuX0r4zgoYdtLgnNX7+n5c1vkUBsi0JEI3D7y5NnjelTGKcDL/nskOPfTP3rsbot9s4xHrh8UbLvw8c0DU9vSvkEbDk+DgAtdvttXWAwjIY0pFotlrqIoUyRJutFrPc0IwPQTnPPRBoPhTn/qIdlEgAgQgcYIkANI9wURIALtTkCWZdxytViSJEzK7reye/fuv3HOH5/yhaEQBFzpougPEHCPrxTfLx29fGRY7Q3/2DQQA820qhgjKiOmDS2J6xVgn7KvPDD35V29P2qVAKpMBDoBgb+POnbD8NDquOM1mu8+ONAj11QcXNxas5+fdPjlPWW6j1bJfda1tq2bAzgcBDSIOCwAni1KZE9gPVmWtyiK8mxMTMz7XulpobGafgKjj9LZXn+CJtlEgAicQoAcQLopiAARaHcCmI5BdQBX+1O5LMvbF2ztv/6bgvA5DfQIR8J3n+XiWjT54BubjgUveXdf5KbW9GfOmCO3Dg+xxhZVaT/LtfTMLawKqGxNe6pLBDoTgf5BNcFx0Sfj+gXZrtlXoc9buqPvu62x/9bhJyZN6l2ZOO+XwdNb066xuozBDAHQYPWNCRhVMJftNplMNzDGnpEkaZy3eppr317pJ/zZB5JNBIhA5yRADmDnHDeymgh0WgKyLM8GgGskScKk7H4rJpMptVrRnH/l2pFnAcAZ9YoYbAAFnvSV4uQxRfeE6pTBC7YMeM5TmXePPH7BmJ7VcTUKL9hQGJq77lBYvqdtqR4R6OwELh9UFnVh//K4AK4M2HEyMPf1Pb1+8LRPT00oeLS8lh/M3NHPq7ydHECrMEdaiL4uut8rTGS34mdZlt8XQvzXaDS6J5D31FSP6qnpJz6TJGmZRw2oEhEgAkTABwTIAfQBRBJBBIiAZwQsFku4oijo7KAD6Lczbjt37uyv1Wr33LZ++HuF1bqGOf4E3AsA+z2zuPlak3tXDLgr6sSbbx+InP6/wpDDLcm8bGDZiCn9y+P03D5oV0lw7r8tkRtaakPXiUBXJXBP9IkLR/WojLMqmkPfFYbmfn04bG9LfT2nf8XAO4aeeOPN/Mi7fjkWUtBS/RauXwUM5rnWEQxuLHqYfbR79+6xnPOfbDbbyNGjRxd6qafJ5s70E5zzqOjo6FJ/6SG5RIAIEAFXAuQA0v1ABIhAuxGQZTkTAAIkSWr1WbnWGGkymZZvPBoe/OivAxqe82PwOigNz/60Rq573SfPLHikws6KMn/rj6HlmywDQmqC7ok6Gdc/yHbd3nJt3ks7+7/jjV5qSwS6EoGHRhfeNiLUFltYpf3k3/k9cwsqAqqa61/y2MJ7QzSi39NbB7zgLQfGIUMIwF0CjsIYbCt4mJ2J/zabzYsURQkzGo3u0YO9VdugvZp+okaSpGSfCiZhRIAIEIEmCJADSLcGESAC7ULAbDafKYTAZO9RkiQd85fS3bt3n885/+CyLw1bbQpcUT+xAzgkBHh9dsgp79YRxRMn9ypPfeTXwXfaFRBN9efBUUdvGBFSHXfCqv3ugwO9ck3F+lYHv/AXK5JLBDoKAWOENWLa0ONxkXrblL0Vgbmv7OrTZDAkDQe2cNKhN38+FpLx7t6IzV71gcNoEID5//4sAuYXzmWLtm3bFhIYGJivKMq0mJiYjV7paaaxM/0EY2yKwWDY6i89JJcIEAEi4DInIhhEgAgQAf8TwHQMnPPvoqOjF/tTm8lk+nLJ7gGHPzwQ3nDrJ4NnQIFvfKX7+UmHX9xbqvt8pbnPl43JvGNkyeRxERVxNkVU/HwsLPeT38N3+Uo3ySECXZXAdUNKR53duyxOy1nI9uKQ3Lf39Pilsb7OMBy9YkR47dX/2DTwYW9ZMIBEweAGFznVWgVGHkxih8xm80xFUW4yGo31L5O81ddYe0w/YbfbpxiNRr+mn/CH7SSTCBCBzkeAVgA735iRxUSg0xEwm83ThBBPSJI0wZ/Gm0ym6bWCz778i+gBwGBo/ZsuAT8KgMd9pTsh5si1Q4Jtlzz268BTtmyd26d08BWDyuNC9UKSSwLzXpV7feUrvSSHCHQXAg9Ix/8q9aiOLbcy+ctDobn/PRp+0L3v/zzrcObvldr1Obv7fuoNF84gXBHwFjAIqX9mAKwqSGQP4GeTyYSrf68YjcY3vNHTUltMP4HRRw0Gwwct1aXrRIAIEAFvCJAD6A09aksEiIBHBDAdAzqARqPRrznuZ**zNg47Fdzif42V8OEgPsZQIsBJjzpTITepn98fOGbG4pCn/7o94jfnG0CtDY+J+ZE7MDgmum/V+jyFu/o71WUQk9soTpEoKsTmDum8J4hIbWxhysD3li6OzKvxqZVnH2+YUjx2Av7lT/57Lb+dxVbtVavWHCYBgIecntuXFY0l31jsVimKoqyTJKkaK90tNC4vdJP+LMPJJsIEIHOQYAcwM4xTmQlEei0BMxmc4oQ4jxJkv7mz07Isvzkr8dDzk76edA1rnqYgDcFwKu+0j1vXNEMPRfhz27tjwFtHCU+5uiV0aHVcaW12i1rDkXkbjoaVOQrfSSHCHR3ApP6VPW7alBxXLjONsFSHpi7YnefL5xMHj+zMNmqsNJF2/ut9JoTg+UAYHSR80NhIrsQP8uy/DoAWCRJetprPc0IwPQTjLGfDAZDhj/1kGwiQAS6NwFyALv3+FPviYBfCezdu7dfbW0tBlE4LyYmpn61zNdKTSbTcMbYnqvXUOTTJAAAIABJREFURX9bYWOXusgvAAZ3QTNBWlpjyyUDK4Zef8aJlavye9+x41jQ8b8NLx03MbI8DkBotpwIyf2/fRFbWiOP6hIBIuA5gZuHF0+YEFkRB8Dsm0+E5r6/L3z7mN5Vve6POvb2x39Ezlh/OOSA59IarXk2MFjoeoUxmFXwMMves2fPSLvdLgshRhqNxn1e6mmyuTP9hE6nixoxYgS9SPIXaJJLBLo5AXIAu/kNQN0nAv4kgOkYOOdlBoOhQa4tX+uUZTl3pblX+Bv5vW5qMHkDeFYI+NpX+tImFDxVXMst3xaEr7t2cHFczwBlsqU0IC/b1PszX+kgOUSACDRPYKbx2DXR4TWxJ2v4L58ejMi9eEDp5RE6JTpty4AF3rITHP7BBEx1kXPEyiH6xBxWKssyyh8qSVLDAFPeKnVr317pJ3xsNokjAkSgExEgB7ATDRaZSgQ6EwGLxXKeoij/qa6ujho/fnyFv2yXZfkyu4BXL/0iWgCw4U49jMFGocBjvtI7feTJ88b1rEwoqNSuGxpaG3eoWvdOjqlfbmkN2Hylg+QQASLgGYHwANAmGIviBgXW3nagXJc7INh2+faTwTlv7On5k2cSGq8lAAYwBm9iSkBnDQGwpCiRzU1LS+O33357PmPsAUmSfPZiyd0SZ/oJzvlN0dHRXvXHGxbUlggQga5LgBzArju21DMicFoJYDoGzvl/DAZDtj8NkWX5+8T/DS7ZciL4Wlc9QsAMBrDHV7rTJx98m3OmK7OyXT+fCHlrx4nQP3wlm+QQASLQNgJjIsvPODuy4s5QnTJKCKhN/WXwHW2T5NKKw90g4D5XOUyByQVJbJMsy7EAcL8kSRd5racZAe2VfsKffSDZRIAIdFwC5AB23LEhy4hApyVgsVjustvts41G4/n+7IQsyzN2nAy6f/Z/zzinwWQN4G0hYIUvdF99Ronx/D7l8aE6MU4A1AoAuy/kkgwiQAR8R4ABaBiArryWbd94NHTF53/0MHklnUEeAAxxkfF5YSJzBJiSZRlTu7wjSZL3gWeaMRLTT2g0mmXR0dG4IkmFCBABIuAzAuQA+gwlCSICRMBJANMxcM5nR0dHr/UXlX379gVardY909aP2He8WnuBi54iIWA6A++2ZkaF14TfHlUS20tv/eu+soC8l3b1odxc/hpMkksEfETgoVFHpw0Pq4k9btV/tTq/R15+aUBpG0VfDAyeavBiScD0grnsTVmWMTLo23q9fuTw4cOr2yi/xWbtlX6iRUOoAhEgAl2OADmAXW5IqUNE4PQSwHQMQgiD0Wic7k9LZFl+/q38yLNzzL1do34CE/C8APDK8Xwo5sjNw8OtcUdrtGvetPTM+70ioNyffSHZRIAI+I7AkJCa0LuiT8b2CbBdta9Un/vS7r7/1xbpDINIMfiLS9v8wkQ2Ej/Lsow7DI5LkvSPtsj2tE17pZ/w1B6qRwSIQNcgQA5g1xhH6gUR6BAEdu/ePYxznq/RaKSRI0f67Pyde+csFssoRVE2X/pFdIFdsGEu1/8HAh5pK4y7oo+fP7ZHdZxVYUc3HA3JXfdHD0tbZVE7IkAETi+By88oib6wT0Wcnos+v5UE5r5p6bWxNRYJDYxgCqxya/N0YSJ7SpblQQCQzzmfGB0dvas1cltT15l+QlGUqJiYmP2taUt1iQARIAJNESAHkO4NIkAEfEYA0zEAwAFJkhpsnfKZAlWQLMvvPLZ5UO8fikIarv4BxAsBrXbaLhlQNvziAeWxQRoxZMdJfd6/9/T+ztc2kzwiQAROD4F7Rh6bMqanNbbKzn7/tiA0b31BmOd5/DgkgIDbXS3nAMbDiUyWZRlfNk2QJOk2f/asvdJP+LMPJJsIEIGORYAcwI41HmQNEei0BEwm06WMsVUGgyGKMab4qyNms/lac2nAkgd+GBLVQAeD1aBATmv09gq0BcwwHI/rH1R70/5yfe6SnX1Xt6Y91SUCRKDzEEgcfeT2YaHWuMIq3X9WmnvlHq/W1rRkPROgF9yRFqK3S913ChOZwyk0m807AWC+wWD4tCVZbb0uhOCyLOdj9FGj0fhNW+VQOyJABIiAkwA5gHQvEAEi4BMCmI4BAFZJkoTR8/xWZFn+5c7vhiuHKnVnuyg5wgGmKwJqPVX8YMyx66LCquNOWrU/fnigR96Ok0HHPW1L9YgAEeicBMb0rOp149CS2J5621/yywJzX9nd+5MWe8LgagBIda0nOFxfNId9YjKZbmWMpUqSNLlFOV5UaK/0E16YSE2JABHoRATIAexEg0WmEoGOSgDTMQ**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**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**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**OQE1Hyt+Hw/YbPZFowePfp/FotlAjqAiqJExcTEYB5XKkSACHQjAuQAdqPBpq4SAScBs9m8VFEUO2MMtwbhVqFbVcevPrgL0SICRIAIEIGuQ0CWZQwYg47gu/jcF0I8xhjTSJI0p+v0knpCBIiAJwTIAfSEEtUhAl2IgCzLkwEAV/iyAABzUa3knC+Ijo4u7ULdpK4QASJABIiAGwGLxRKuKAo6gTPUZPFJAHCVJEm/ECwiQAS6DwFyALvPWFNPiYCDgCzL29SQ5NsYY1mKouwkNESACBABItB9CHDORwshkoQQ4wHgqNFoxN9UiA**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**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**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
你有良好的科学素养，能够在生活中发现科学的价值；并且偶尔在课余生活中参与科学相关活动；你周围的人也不反对你在科学领域发展，但你仍可以寻找自己相对薄弱的方面，并更努力发展这些方面的资源，以帮助你能够在科学领域能够有更长远的发展。
其实大部分高中生对大学专业的理解并不到位，都是基于高中的学科认识。家长对强基的政策认识也不够深入，建议各位上知乎去了解一下相关信息。 我还记得之前填高考志愿的时候，才感觉对自己的优势了解的如此之少。
好在对劣势门儿清，最终选择的行业算符合我的性格。 报强基高考成绩占百分之八十五，有这高分，除清北外去哪不行，所以如果想强基，多半冲清北多。百分之十五是面试，高联赛被刷 下来的省一省二最有利。 我们有同事家娃去年走的北大强基 如果是复旦的啊，我推荐，复旦的基础学科底子不错，比大部分工科强，而且其实企业来招本科生不怎么看重专业，就业导向的孩子不用太担心 八十一难 发表于 2022-04-11 22:17
报强基高考成绩占百分之八十五，有这高分，除清北外去哪不行，所以如果想强基，多半冲清北多。百分之十五是面试，高联赛被刷 下来的省一省二最有利。
一类学生看高考吧，二类高考过一本线就行了吧，不过竞赛要国二，放以前国二都是清北了。 拉德姆 发表于 2022-04-11 23:22
如果是复旦的啊，我推荐，复旦的基础学科底子不错，比大部分工科强，而且其实企业来招本科生不怎么看重专业，就业导向的孩子不用太担心
强基出路少。企业也不傻，强基进来的比裸考进来的怎么样都弱一些，而且強基专业理论性，科研性强，企业招回去做什么？学强基的，必须有十二分的热爱，还要做好忍受清苦的准备 紫罗兰 发表于 2022-04-11 23:07
我们有同事家娃去年走的北大强基
文科强基划算，理科不划算 不错的调查 青春飞扬 发表于 2022-4-11 21:18
其实大部分高中生对大学专业的理解并不到位，都是基于高中的学科认识。家长对强基的政策认识也不够深入，建 ...
这些对上中这种学校根本不是问题了,问问比自己高2-3届的学长,什么都懂.
而且这些学校的校荐之后, 专门有清北的系主任级别的老师带着十几个在读的本校学长在本校举办答疑会,可以随便问问题. 这是面对面的.
还有在线的,同样是清北老师+在读或刚毕业的学长,家长也可以随便提问的.
btw,我再说个很多人不一定了解的.很多大学会用理工双学位的方式解决掉就业难问题,比如给你一个理论力学学理科学位,再给你一个电气自动化(微电子、能源工程等）的工科学位(数学的则是对应软件工程等).
你就业的时候拿出双学位也行,工科单学位也可以.这叫上有政策下有对策
btw，并不是我反对你的说法，反而是比较支持你的看法，没了解之前一定要慎重。
心动 但是看到复旦一个专业只招两个……难度好高，省一以下不知道有没有机会 八十一难 发表于 2022-04-12 08:10
强基出路少。企业也不傻，强基进来的比裸考进来的怎么样都弱一些，而且強基专业理论性，科研性强，企业招回去做什么？学强基的，必须有十二分的热爱，还要做好忍受清苦的准备
我在说复旦的情况，你在说啥？招进去做什么？本科学的那点东西对企业有什么用？挑人一半是在挑学校 我觉得选择强基的娃和他们的家庭都是有非常强的爱国情怀，为祖国做贡献都是很伟大的。
他们努力学习不是为了以后有更多的选择，不是为了攀比，也不是为了赚更多的钱。心理素质强，还要能经得起诱惑。
这些人鸡娃的目标里，会有马洛斯第五层需求，想要实现自我价值和社会价值。 没了解之前一定要慎重。
了解的过程就是一个磨炼自己的艰难过程。 强基的出路不用担心吧，只要能扛下来，总归要读到硕士以上，本科读完要么细分方向，要么交叉，要么双学位，关键还是要真的有兴趣，有真爱，不受诱惑，有天赋。。。。 admin 发表于 2022-4-12 08:57
这些对上中这种学校根本不是问题了,问问比自己高2-3届的学长,什么都懂.
而且这些学校的校荐之后, 专门 ...
强基一定要慎重，原因有很多，网上都可查到。
个人的观点，宁愿学校降半档，也要选个好专业（前提是孩子不排斥这个专业），这个就业时明白了。就业时，不同专业之间的差距远比学校之间的差距大。 有个全国群竞赛家长说，只有清北复交的强基有意义。
原因是找工作，这几个学校出来的可以不看专业。
dddd 强击出来的男孩，留在上海，估计大部分房子要父母来帮忙了。出去倒是个选择，要班里优秀才方便。 八十一难 发表于 2022-04-12 08:10
强基出路少。企业也不傻，强基进来的比裸考进来的怎么样都弱一些，而且強基专业理论性，科研性强，企业招回去做什么？学强基的，必须有十二分的热爱，还要做好忍受清苦的准备
“强基进来的比裸考进来的怎么样都弱一些”？！您是认真的吗？！ ttdemm 发表于 2022-04-12 12:41
强击出来的男孩，留在上海，估计大部分房子要父母来帮忙了。出去倒是个选择，要班里优秀才方便。
好男儿志在四方！何必徘徊上海滩！ alicex 发表于 2022-04-12 13:11
“强基进来的比裸考进来的怎么样都弱一些”？！您是认真的吗？！
我所说的强基是指清北的强基，其他高校的强基我不怎么去了解。家有高中生，学校正在考虑开个强基班，我们有去网上了解，但没去学校了解。能考虑顶流高校强基的，首先不是弱者，但比通过高联赛进入顶流高校的要弱些，所以学校换了个名字叫弱竞班。 楼主提出的主题，对即将选择志愿的孩子太重要了。我家囡报志愿的时候，本人还不懂职业测评什么的，给孩子的建议是十二字方针“气质相符，志趣相投，能力相称”，尤以“气质相符”优先。目前已大三了，虽然大学压力很大，但学习工作努力奋发，目标明确，感觉当初的选择还是比较正确的。 青春飞扬 发表于 2022-04-12 10:40
强基一定要慎重，原因有很多，网上都可查到。
个人的观点，宁愿学校降半档，也要选个好专业（前提是孩子不排斥这个专业），这个就业时明白了。就业时，不同专业之间的差距远比学校之间的差距大。
我们也去知乎了解过，的确如你所说，想强基，考虑清楚才去 Fortran 发表于 2022-04-12 11:21
有个全国群竞赛家长说，只有清北复交的强基有意义。
原因是找工作，这几个学校出来的可以不看专业。
dddd
是的，我也去查询相关资料，强基不仅清北有，连北理大，师范类大学都有，如果想强基，顶流高校才有用，毕业不愁 alicex 发表于 2022-04-12 13:12
好男儿志在四方！何必徘徊上海滩！
话是这么说，不过根据过往经验，最后能不错的比例很低。特别是理工的。反倒是做生意的混的多了总能成几次。 除了搏清北，还是慎重，专业最重要了。数学，物理等基础学科确实很重要，我研一的业内权威授课时，大骂我们数学基础差，说我们本科都应该学数学。但是，现实是，本科专业，很大程度上决定了所谓的 圈子 ，本科学基础，研究生再换工科，基本上会游离在圈子之外。当然，牛叉的人可以不在乎，但真正牛叉的，有几个呢 数学基础不好，是问题啊。 本帖最后由 yingjoey19 于 2022-4-18 16:25 编辑
纯好奇 为什么学校在统计报清北强基的人，说还要公示，这不是自己凭本事考吗？ yingjoey19 发表于 2022-04-18 16:08
本帖最后由 yingjoey19 于 2022-4-18 16:25 编辑
纯好奇 为什么学校在统计报清北强基的人，说还要公示，这不是自己凭本事考吗？
这个是大学要求的，报名系统要求上传学校公示证明 admin 发表于 2022-04-12 08:57
这些对上中这种学校根本不是问题了,问问比自己高2-3届的学长,什么都懂.
而且这些学校的校荐之后, 专门有清北的系主任级别的老师带着十几个在读的本校学长在本校举办答疑会,可以随便问问题. 这是面对面的.
还有在线的,同样是清北老师+在读或刚毕业的学长,家长也可以随便提问的.
btw,我再说个很多人不一定了解的.很多大学会用理工双学位的方式解决掉就业难问题,比如给你一个理论力学学理科学位,再给你一个电气自动化(微电子、能源工程等）的工科学位(数学的则是对应软件工程等).
你就业的时候拿出双学位也行,工科单学位也可以.这叫上有政策下有对策
btw，并不是我反对你的说法，反而是比较支持你的看法，没了解之前一定要慎重。
强基与普通批的主要区别就是专业选择面的问题。
就清北而言，分数高能零志愿当然最好。但分数确实需要很高啊，去年，618清华计算机专业都选不上了。我认识的两个614都都因为专业不好放弃了零志愿，一个去交大了，一个北大强基。
清华强基的专业我不了解，北大强基的数学二和物理三都是信科学院的，专业很好。还有生物一也不错。
这些孩子基本都要深造的，如果分数比零志愿差那么一点点，强基里挑个好一点的专业，还是非常不错的选择。
大明明 发表于 2022-4-11 21:57
我还记得之前填高考志愿的时候，才感觉对自己的优势了解的如此之少。
好在对劣势门儿清，最终选择的行业算 ...
我们填报高考志愿的时候，就像去超市买东西，什么眼熟选什么，或者什么被推荐了选什么。完全没有人提供科学的建议。 青春飞扬 发表于 2022-04-12 10:40
强基一定要慎重，原因有很多，网上都可查到。
个人的观点，宁愿学校降半档，也要选个好专业（前提是孩子不排斥这个专业），这个就业时明白了。就业时，不同专业之间的差距远比学校之间的差距大。
强基最大的坑是不能转专业
有进清北的强基不适应～
承受能力差
……… zhouqian 发表于 2022-4-19 19:27
强基与普通批的主要区别就是专业选择面的问题。
就清北而言，分数高能零志愿当然最好。但分数确实需要很 ...
我怎么认识一个人，614上的清华计算机？ ttxs999 发表于 2022-05-01 22:51
我怎么认识一个人，614上的清华计算机？
21年吗？零志愿绝对不可能的。
初中高中都是同班的好朋友618没选上计算机。
同宿舍614清华专业不好放弃了。
如果强基是有可能的。 coverme 发表于 2022-04-30 15:20
我们填报高考志愿的时候，就像去超市买东西，什么眼熟选什么，或者什么被推荐了选什么。完全没有人提供科学的建议。
以前信息不多，是这样。还是要有一点适应和应变能力，不能一下定了终身。 家长清醒的
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