排名 | 准考证号 | 姓名 | 笔试成绩 | 加分原始值 | 实际加分 | 笔试和加分成绩 | 备注 |
1 | 12012090505 | 蒋蔚 | 93.6 | 13 | 3.85 | 97.45 | 进入面试 |
2 | 12012091316 | 周敏慧 | 93 | 15 | 4.44 | 97.44 | 进入面试 |
3 | 12012090120 | 陈娟 | 87.2 | 12 | 3.55 | 90.75 | 进入面试 |
4 | 12012090802 | 邵漾 | 87.2 | 11 | 3.25 | 90.45 | 进入面试 |
5 | 12012091408 | 朱青 | 86.8 | 12 | 3.55 | 90.35 | 进入面试 |
6 | 12012091417 | 朱燕 | 85.6 | 16 | 4.73 | 90.33 | 进入面试 |
7 | 12012090113 | 陈丹红 | 86.6 | 11 | 3.25 | 89.85 | 进入面试 |
8 | 12012090509 | 金花 | 84.2 | 14 | 4.14 | 88.34 | 进入面试 |
9 | 12012090605 | 刘爱晖 | 84.6 | 12 | 3.55 | 88.15 | 进入面试 |
10 | 12012090219 | 丁晨 | 86.2 | 5 | 1.48 | 87.68 | 进入面试 |
11 | 12012090904 | 陶雯洁 | 84.2 | 11 | 3.25 | 87.45 | 进入面试 |
12 | 12012090309 | 高梦雅 | 84 | 11 | 3.25 | 87.25 | 进入面试 |
13 | 12012091409 | 朱婷 | 83.4 | 9 | 2.66 | 86.06 | 进入面试 |
14 | 12012090906 | 陶宇璐 | 81.8 | 13 | 3.85 | 85.65 | 进入面试 |
15 | 12012090220 | 丁羚 | 81.8 | 12 | 3.55 | 85.35 | 进入面试 |
16 | 12012090712 | 潘佳雯 | 82.2 | 10 | 2.96 | 85.16 | 进入面试 |
17 | 12012091030 | 徐琳芝 | 82.2 | 10 | 2.96 | 85.16 | 进入面试 |
18 | 12012090827 | 孙欣 | 82 | 9 | 2.66 | 84.66 | 进入面试 |
19 | 12012091212 | 张晨 | 82.2 | 6 | 1.78 | 83.98 | 进入面试 |
20 | 12012091217 | 张欢 | 81.8 | 7 | 2.07 | 83.87 | 进入面试 |
21 | 12012090902 | 唐莉雅 | 79.6 | 13 | 3.85 | 83.45 | 进入面试 |
22 | 12012091307 | 赵倩文 | 79.4 | 13 | 3.85 | 83.25 | 进入面试 |
23 | 12012091413 | 朱晓婷 | 79.4 | 13 | 3.85 | 83.25 | 进入面试 |
24 | 12012090126 | 陈倩 | 77.8 | 18 | 5.33 | 83.13 | 进入面试 |
25 | 12012090919 | 81 | 6 | 1.78 | 82.78 | ||
26 | 12012091029 | 81 | 5 | 1.48 | 82.48 | ||
27 | 12012090217 | 78.6 | 13 | 3.85 | 82.45 | ||
28 | 12012091406 | 78.6 | 13 | 3.85 | 82.45 | ||
29 | 12012090713 | 79 | 11 | 3.25 | 82.25 | ||
30 | 12012091013 | 80.4 | 6 | 1.78 | 82.18 | ||
31 | 12012090502 | 81.4 | 2 | 0.59 | 81.99 | ||
32 | 12012090117 | 79.8 | 7 | 2.07 | 81.87 | ||
33 | 12012091020 | 80 | 6 | 1.78 | 81.78 | ||
34 | 12012091308 | 79.4 | 8 | 2.37 | 81.77 | ||
35 | 12012090717 | 80.2 | 5 | 1.48 | 81.68 | ||
36 | 12012090812 | 80.2 | 5 | 1.48 | 81.68 | ||
37 | 12012090214 | 78.6 | 10 | 2.96 | 81.56 | ||
38 | 12012090609 | 79.6 | 6 | 1.78 | 81.38 | ||
39 | 12012090628 | 77.2 | 14 | 4.14 | 81.34 | ||
40 | 12012091304 | 78.8 | 8 | 2.37 | 81.17 | ||
41 | 12012090603 | 79 | 7 | 2.07 | 81.07 | ||
42 | 12012090330 | 77.2 | 13 | 3.85 | 81.05 | ||
43 | 12012090704 | 80 | 3 | 0.89 | 80.89 | ||
44 | 12012091404 | 77.8 | 10 | 2.96 | 80.76 | ||
45 | 12012090215 | 77.2 | 12 | 3.55 | 80.75 | ||
46 | 12012090104 | 79.2 | 5 | 1.48 | 80.68 | ||
47 | 12012090727 | 79.2 | 5 | 1.48 | 80.68 | ||
48 | 12012091017 | 79.2 | 5 | 1.48 | 80.68 | ||
49 | 12012090921 | 78.4 | 7 | 2.07 | 80.47 | ||
50 | 12012090413 | 77.8 | 9 | 2.66 | 80.46 | ||
51 | 12012090319 | 78.8 | 5 | 1.48 | 80.28 | ||
52 | 12012090522 | 78.8 | 5 | 1.48 | 80.28 | ||
53 | 12012090526 | 76.4 | 13 | 3.85 | 80.25 | ||
54 | 12012090723 | 78.4 | 6 | 1.78 | 80.18 | ||
55 | 12012090102 | 76.4 | 12 | 3.55 | 79.95 | ||
56 | 12012091220 | 75.8 | 14 | 4.14 | 79.94 | ||
57 | 12012090525 | 77.8 | 7 | 2.07 | 79.87 | ||
58 | 12012090801 | 76.6 | 11 | 3.25 | 79.85 | ||
59 | 12012091229 | 76.8 | 10 | 2.96 | 79.76 | ||
60 | 12012091028 | 77.4 | 7 | 2.07 | 79.47 | ||
61 | 12012091302 | 77.6 | 6 | 1.78 | 79.38 | ||
62 | 12012090803 | 77 | 8 | 2.37 | 79.37 | ||
63 | 12012091106 | 77 | 8 | 2.37 | 79.37 | ||
64 | 12012090825 | 76.4 | 10 | 2.96 | 79.36 | ||
65 | 12012090517 | 77.4 | 6 | 1.78 | 79.18 | ||
66 | 12012091016 | 77.4 | 6 | 1.78 | 79.18 | ||
67 | 12012091126 | 77.4 | 6 | 1.78 | 79.18 | ||
68 | 12012090606 | 76.8 | 8 | 2.37 | 79.17 | ||
69 | 12012090305 | 76.2 | 10 | 2.96 | 79.16 | ||
70 | 12012091019 | 76.4 | 9 | 2.66 | 79.06 | ||
71 | 12012090716 | 75.8 | 11 | 3.25 | 79.05 | ||
72 | 12012091401 | 75.8 | 11 | 3.25 | 79.05 | ||
73 | 12012090316 | 75 | 13 | 3.85 | 78.85 | ||
74 | 12012090201 | 76.4 | 8 | 2.37 | 78.77 | ||
75 | 12012091419 | 77.6 | 3 | 0.89 | 78.49 | ||
76 | 12012090109 | 75.2 | 11 | 3.25 | 78.45 | ||
77 | 12012091301 | 76 | 8 | 2.37 | 78.37 | ||
78 | 12012090706 | 75.4 | 10 | 2.96 | 78.36 | ||
79 | 12012090105 | 75.6 | 9 | 2.66 | 78.26 | ||
80 | 12012090718 | 75.6 | 9 | 2.66 | 78.26 | ||
81 | 12012090302 | 75 | 10 | 2.96 | 77.96 | ||
82 | 12012091418 | 75 | 10 | 2.96 | 77.96 | ||
83 | 12012091321 | 75.2 | 9 | 2.66 | 77.86 | ||
84 | 12012090909 | 76.6 | 4 | 1.18 | 77.78 | ||
85 | 12012091219 | 76.4 | 4 | 1.18 | 77.58 | ||
86 | 12012090811 | 75.2 | 8 | 2.37 | 77.57 | ||
87 | 12012090128 | 76 | 5 | 1.48 | 77.48 | ||
88 | 12012090616 | 76 | 5 | 1.48 | 77.48 | ||
89 | 12012091002 | 75.6 | 6 | 1.78 | 77.38 | ||
90 | 12012091110 | 74.6 | 9 | 2.66 | 77.26 | ||
91 | 12012090322 | 75.6 | 5 | 1.48 | 77.08 | ||
92 | 12012090726 | 76 | 2 | 0.59 | 76.59 | ||
93 | 12012090407 | 74.8 | 5 | 1.48 | 76.28 | ||
94 | 12012090419 | 74.6 | 5 | 1.48 | 76.08 | ||
95 | 12012091227 | 75.4 | 2 | 0.59 | 75.99 | ||
96 | 12012090229 | 74.2 | 6 | 1.78 | 75.98 | ||
97 | 12012090421 | 73.6 | 8 | 2.37 | 75.97 | ||
98 | 12012090130 | 74.4 | 4 | 1.18 | 75.58 | ||
99 | 12012090710 | 74 | 5 | 1.48 | 75.48 | ||
100 | 12012090202 | 74 | 4 | 1.18 | 75.18 | ||
101 | 12012091113 | 74 | 3 | 0.89 | 74.89 | ||
102 | 12012090208 | 73.8 | 3 | 0.89 | 74.69 | ||
103 | 12012090622 | 73.4 | 3 | 0.89 | 74.29 | ||
104 | 12012091011 | 73.4 | 2 | 0.59 | 73.99 | ||
105 | 12012090930 | 73.2 | |||||
106 | 12012091322 | 73.2 | |||||
107 | 12012090129 | 73 | |||||
108 | 12012090223 | 73 | |||||
109 | 12012091311 | 73 | |||||
110 | 12012091318 | 73 | |||||
111 | 12012090805 | 72.8 | |||||
112 | 12012090822 | 72.8 | |||||
113 | 12012091222 | 72.8 | |||||
114 | 12012090110 | 72.6 | |||||
115 | 12012090524 | 72.4 | |||||
116 | 12012090709 | 72.4 | |||||
117 | 12012090817 | 72.4 | |||||
118 | 12012090910 | 72.4 | |||||
119 | 12012091123 | 72.4 | |||||
120 | 12012091202 | 72.4 | |||||
121 | 12012091210 | 72.4 | |||||
122 | 12012090115 | 72.2 | |||||
123 | 12012090312 | 72.2 | |||||
124 | 12012090722 | 72.2 | |||||
125 | 12012090926 | 72.2 | |||||
126 | 12012090618 | 72 | |||||
127 | 12012090728 | 72 | |||||
128 | 12012090318 | 71.8 | |||||
129 | 12012090923 | 71.8 | |||||
130 | 12012091411 | 71.8 | |||||
131 | 12012090328 | 71.6 | |||||
132 | 12012090414 | 71.6 | |||||
133 | 12012091306 | 71.6 | |||||
134 | 12012090127 | 71.4 | |||||
135 | 12012090206 | 71.4 | |||||
136 | 12012090408 | 71.4 | |||||
137 | 12012090602 | 71.4 | |||||
138 | 12012091111 | 71.4 | |||||
139 | 12012091310 | 71.4 | |||||
140 | 12012090116 | 71.2 | |||||
141 | 12012090412 | 71.2 | |||||
142 | 12012091112 | 71.2 | |||||
143 | 12012090515 | 71 | |||||
144 | 12012090720 | 71 | |||||
145 | 12012091021 | 71 | |||||
146 | 12012091218 | 71 | |||||
147 | 12012090108 | 70.8 | |||||
148 | 12012090314 | 70.8 | |||||
149 | 12012090624 | 70.8 | |||||
150 | 12012091022 | 70.8 | |||||
151 | 12012091324 | 70.8 | |||||
152 | 12012091415 | 70.8 | |||||
153 | 12012090306 | 70.6 | |||||
154 | 12012090829 | 70.6 | |||||
155 | 12012091010 | 70.6 | |||||
156 | 12012091121 | 70.6 | |||||
157 | 12012091127 | 70.6 | |||||
158 | 12012091315 | 70.6 | |||||
159 | 12012090429 | 70.4 | |||||
160 | 12012090613 | 70.4 | |||||
161 | 12012090901 | 70 | |||||
162 | 12012090625 | 69.8 | |||||
163 | 12012091320 | 69.8 | |||||
164 | 12012090428 | 69.6 | |||||
165 | 12012090824 | 69.6 | |||||
166 | 12012090617 | 69.4 | |||||
167 | 12012091003 | 69.4 | |||||
168 | 12012091118 | 69.4 | |||||
169 | 12012091128 | 69.4 | |||||
170 | 12012090922 | 69.2 | |||||
171 | 12012091414 | 69.2 | |||||
172 | 12012091018 | 69 | |||||
173 | 12012090917 | 68.8 | |||||
174 | 12012091025 | 68.8 | |||||
175 | 12012090207 | 68.6 | |||||
176 | 12012090518 | 68.6 | |||||
177 | 12012090729 | 68.6 | |||||
178 | 12012091412 | 68.6 | |||||
179 | 12012090418 | 68.4 | |||||
180 | 12012090424 | 68.4 | |||||
181 | 12012090807 | 68.4 | |||||
182 | 12012091014 | 68.4 | |||||
183 | 12012090123 | 68.2 | |||||
184 | 12012090826 | 68.2 | |||||
185 | 12012091422 | 68 | |||||
186 | 12012090520 | 67.8 | |||||
187 | 12012090808 | 67.6 | |||||
188 | 12012091317 | 67.6 | |||||
189 | 12012090501 | 67.4 | |||||
190 | 12012090927 | 67.2 | |||||
191 | 12012091329 | 67.2 | |||||
192 | 12012091410 | 67.2 | |||||
193 | 12012090119 | 67 | |||||
194 | 12012090124 | 67 | |||||
195 | 12012090511 | 66.8 | |||||
196 | 12012090920 | 66.8 | |||||
197 | 12012090924 | 66.8 | |||||
198 | 12012091027 | 66.8 | |||||
199 | 12012090621 | 66.6 | |||||
200 | 12012090514 | 66.4 | |||||
201 | 12012090623 | 66.4 | |||||
202 | 12012090820 | 66.4 | |||||
203 | 12012091125 | 66.4 | |||||
204 | 12012090410 | 66.2 | |||||
205 | 12012091102 | 66.2 | |||||
206 | 12012090823 | 66 | |||||
207 | 12012091116 | 66 | |||||
208 | 12012090401 | 65.8 | |||||
209 | 12012090425 | 65.8 | |||||
210 | 12012090504 | 65.8 | |||||
211 | 12012090715 | 65.8 | |||||
212 | 12012090114 | 65.6 | |||||
213 | 12012090122 | 65.6 | |||||
214 | 12012090323 | 65.6 | |||||
215 | 12012091421 | 65.6 | |||||
216 | 12012090222 | 65.2 | |||||
217 | 12012090510 | 65 | |||||
218 | 12012091109 | 64.8 | |||||
219 | 12012090513 | 64.6 | |||||
220 | 12012090630 | 64.6 | |||||
221 | 12012090819 | 64.6 | |||||
222 | 12012091103 | 64.6 | |||||
223 | 12012090507 | 64.4 | |||||
224 | 12012091012 | 63.8 | |||||
225 | 12012091224 | 63.8 | |||||
226 | 12012091407 | 63.8 | |||||
227 | 12012091115 | 63.4 | |||||
228 | 12012090721 | 63.2 | |||||
229 | 12012090225 | 63 | |||||
230 | 12012090406 | 63 | |||||
231 | 12012090701 | 63 | |||||
232 | 12012090804 | 63 | |||||
233 | 12012090503 | 62.6 | |||||
234 | 12012091105 | 62.6 | |||||
235 | 12012091405 | 62.6 | |||||
236 | 12012090516 | 61.8 | |||||
237 | 12012091130 | 61.6 | |||||
238 | 12012091309 | 61.6 | |||||
239 | 12012090205 | 61.4 | |||||
240 | 12012090724 | 60.8 | |||||
241 | 12012090815 | 60.8 | |||||
242 | 12012090216 | 60.6 | |||||
243 | 12012090402 | 59.6 | |||||
244 | 12012090730 | 59.6 | |||||
245 | 12012091205 | 59.6 | |||||
246 | 12012091223 | 59.6 | |||||
247 | 12012090203 | 59.4 | |||||
248 | 12012090708 | 59.4 | |||||
249 | 12012090903 | 59.4 | |||||
250 | 12012091327 | 58.6 | |||||
251 | 12012090918 | 57.2 | |||||
252 | 12012090530 | 57 | |||||
253 | 12012090405 | 55.8 | |||||
254 | 12012091122 | 55.2 | |||||
255 | 12012090308 | 54 | |||||
256 | 12012091303 | 53.6 | |||||
257 | 12012090204 | 52.8 | |||||
258 | 12012090512 | 51.8 | |||||
259 | 12012090304 | 51.2 | |||||
260 | 12012090608 | 49.6 | |||||
261 | 12012090521 | 48.2 | |||||
262 | 12012090228 | 缺考 | |||||
263 | 12012090303 | 缺考 | |||||
264 | 12012090310 | 缺考 | |||||
265 | 12012090423 | 缺考 | |||||
266 | 12012090601 | 缺考 | |||||
267 | 12012090702 | 缺考 | |||||
268 | 12012090912 | 缺考 | |||||
269 | 12012090914 | 缺考 | |||||
270 | 12012091015 | 缺考 | |||||
271 | 12012091107 | 缺考 | |||||
272 | 12012091119 | 缺考 | |||||
273 | 12012091120 | 缺考 | |||||
274 | 12012091129 | 缺考 | |||||
275 | 12012091221 | 缺考 | |||||
276 | 12012091420 | 缺考 |
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