2024安徽教师招聘合肥经开区南区学校初中数学A组成绩排名
| 经开区南区学校初中数学A组-070126-成绩排名 招聘人数：11（该职位被核减后招：人）；最终报考人数：561人；查看职位信息。 | |||||||
| 岗位代码 | 准考号 | 综合成绩 | 专业成绩 | 笔试成绩 | 加分 | 总分 | 总分排名 |
| 070126 | 24010807012620371 | 98.5 | 1 | ||||
| 070126 | 24010807012620298 | 95 | 2 | ||||
| 070126 | 24010807012620296 | 92.8 | 3 | ||||
| 070126 | 24010807012620293 | 89.4 | 4 | ||||
| 070126 | 24010807012620101 | 89.1 | 5 | ||||
| 070126 | 24010807012620441 | 89.1 | 6 | ||||
| 070126 | 24010807012620381 | 89 | 7 | ||||
| 070126 | 24010807012620203 | 88.9 | 8 | ||||
| 070126 | 24010807012620329 | 88.6 | 9 | ||||
| 070126 | 24010807012620423 | 87.7 | 10 | ||||
| 070126 | 24010807012620076 | 87 | 11 | ||||
| 070126 | 24010807012620439 | 86.7 | 12 | ||||
| 070126 | 24010807012620108 | 86.2 | 13 | ||||
| 070126 | 24010807012620012 | 86 | 14 | ||||
| 070126 | 24010807012620475 | 85.9 | 15 | ||||
| 070126 | 24010807012620287 | 85.4 | 16 | ||||
| 070126 | 24010807012620188 | 84.7 | 17 | ||||
| 070126 | 24010807012620465 | 84.7 | 18 | ||||
| 070126 | 24010807012620199 | 84.5 | 19 | ||||
| 070126 | 24010807012620072 | 84.2 | 20 | ||||
| 070126 | 24010807012620277 | 84.1 | 21 | ||||
| 070126 | 24010807012620236 | 83.9 | 22 | ||||
| 070126 | 24010807012620445 | 83.3 | 23 | ||||
| 070126 | 24010807012620074 | 83.1 | 24 | ||||
| 070126 | 24010807012620164 | 83.1 | 25 | ||||
| 070126 | 24010807012620003 | 82.8 | 26 | ||||
| 070126 | 24010807012620442 | 82.6 | 27 | ||||
| 070126 | 24010807012620022 | 82.4 | 28 | ||||
| 070126 | 24010807012620161 | 82.4 | 29 | ||||
| 070126 | 24010807012620264 | 82.3 | 30 | ||||
| 070126 | 24010807012620462 | 82.1 | 31 | ||||
| 070126 | 24010807012620209 | 81.9 | 32 | ||||
| 070126 | 24010807012620208 | 81.3 | 33 | ||||
| 070126 | 24010807012620152 | 80.6 | 34 | ||||
| 070126 | 24010807012620224 | 80.5 | 35 | ||||
| 070126 | 24010807012620333 | 79.6 | 36 | ||||
| 070126 | 24010807012620194 | 79.2 | 37 | ||||
| 070126 | 24010807012620248 | 79.2 | 38 | ||||
| 070126 | 24010807012620477 | 79.2 | 39 | ||||
| 070126 | 24010807012620280 | 79.1 | 40 | ||||
| 070126 | 24010807012620061 | 78.6 | 41 | ||||
| 070126 | 24010807012620294 | 78.6 | 42 | ||||
| 070126 | 24010807012620353 | 78.6 | 43 | ||||
| 070126 | 24010807012620213 | 78.4 | 44 | ||||
| 070126 | 24010807012620308 | 78.3 | 45 | ||||
| 070126 | 24010807012620121 | 78 | 46 | ||||
| 070126 | 24010807012620110 | 77.9 | 47 | ||||
| 070126 | 24010807012620286 | 77.7 | 48 | ||||
| 070126 | 24010807012620323 | 77.5 | 49 | ||||
| 070126 | 24010807012620541 | 77.1 | 50 | ||||
| 070126 | 24010807012620472 | 77 | 51 | ||||
| 070126 | 24010807012620013 | 76.7 | 52 | ||||
| 070126 | 24010807012620054 | 76.6 | 53 | ||||
| 070126 | 24010807012620100 | 76.5 | 54 | ||||
| 070126 | 24010807012620139 | 76.5 | 55 | ||||
| 070126 | 24010807012620018 | 76.4 | 56 | ||||
| 070126 | 24010807012620340 | 76.4 | 57 | ||||
| 070126 | 24010807012620115 | 76.2 | 58 | ||||
| 070126 | 24010807012620402 | 75.9 | 59 | ||||
| 070126 | 24010807012620227 | 75.7 | 60 | ||||
| 070126 | 24010807012620283 | 75.6 | 61 | ||||
| 070126 | 24010807012620344 | 75.5 | 62 | ||||
| 070126 | 24010807012620083 | 75.4 | 63 | ||||
| 070126 | 24010807012620189 | 75.4 | 64 | ||||
| 070126 | 24010807012620059 | 75.2 | 65 | ||||
| 070126 | 24010807012620001 | 75 | 66 | ||||
| 070126 | 24010807012620410 | 75 | 67 | ||||
| 070126 | 24010807012620147 | 74.9 | 68 | ||||
| 070126 | 24010807012620233 | 74.9 | 69 | ||||
| 070126 | 24010807012620217 | 74.6 | 70 | ||||
| 070126 | 24010807012620036 | 74.4 | 71 | ||||
| 070126 | 24010807012620023 | 74.3 | 72 | ||||
| 070126 | 24010807012620505 | 74.1 | 73 | ||||
| 070126 | 24010807012620307 | 73.6 | 74 | ||||
| 070126 | 24010807012620168 | 73.4 | 75 | ||||
| 070126 | 24010807012620390 | 73.3 | 76 | ||||
| 070126 | 24010807012620122 | 73.2 | 77 | ||||
| 070126 | 24010807012620530 | 73.2 | 78 | ||||
| 070126 | 24010807012620039 | 73 | 79 | ||||
| 070126 | 24010807012620175 | 73 | 80 | ||||
| 070126 | 24010807012620235 | 73 | 81 | ||||
| 070126 | 24010807012620046 | 72.9 | 82 | ||||
| 070126 | 24010807012620216 | 72.8 | 83 | ||||
| 070126 | 24010807012620355 | 72.8 | 84 | ||||
| 070126 | 24010807012620066 | 72.7 | 85 | ||||
| 070126 | 24010807012620282 | 72.6 | 86 | ||||
| 070126 | 24010807012620112 | 72.5 | 87 | ||||
| 070126 | 24010807012620320 | 72.5 | 88 | ||||
| 070126 | 24010807012620332 | 72.4 | 89 | ||||
| 070126 | 24010807012620050 | 72.1 | 90 | ||||
| 070126 | 24010807012620436 | 71.9 | 91 | ||||
| 070126 | 24010807012620416 | 71.8 | 92 | ||||
| 070126 | 24010807012620258 | 71.6 | 93 | ||||
| 070126 | 24010807012620435 | 71.5 | 94 | ||||
| 070126 | 24010807012620375 | 71.2 | 95 | ||||
| 070126 | 24010807012620437 | 70.6 | 96 | ||||
| 070126 | 24010807012620338 | 70.5 | 97 | ||||
| 070126 | 24010807012620420 | 70.5 | 98 | ||||
| 070126 | 24010807012620456 | 70.3 | 99 | ||||
| 070126 | 24010807012620211 | 69.9 | 100 | ||||
| 070126 | 24010807012620049 | 69.8 | 101 | ||||
| 070126 | 24010807012620256 | 69.8 | 102 | ||||
| 070126 | 24010807012620037 | 69.7 | 103 | ||||
| 070126 | 24010807012620160 | 69.7 | 104 | ||||
| 070126 | 24010807012620414 | 69.6 | 105 | ||||
| 070126 | 24010807012620289 | 69.2 | 106 | ||||
| 070126 | 24010807012620118 | 69.1 | 107 | ||||
| 070126 | 24010807012620094 | 69 | 108 | ||||
| 070126 | 24010807012620116 | 68.8 | 109 | ||||
| 070126 | 24010807012620273 | 68.7 | 110 | ||||
| 070126 | 24010807012620301 | 68.7 | 111 | ||||
| 070126 | 24010807012620085 | 68.6 | 112 | ||||
| 070126 | 24010807012620489 | 68.6 | 113 | ||||
| 070126 | 24010807012620145 | 68.5 | 114 | ||||
| 070126 | 24010807012620341 | 68.4 | 115 | ||||
| 070126 | 24010807012620428 | 68.3 | 116 | ||||
| 070126 | 24010807012620113 | 68.1 | 117 | ||||
| 070126 | 24010807012620533 | 68.1 | 118 | ||||
| 070126 | 24010807012620358 | 67.9 | 119 | ||||
| 070126 | 24010807012620071 | 67.8 | 120 | ||||
| 070126 | 24010807012620250 | 67.7 | 121 | ||||
| 070126 | 24010807012620060 | 67.5 | 122 | ||||
| 070126 | 24010807012620407 | 67.4 | 123 | ||||
| 070126 | 24010807012620186 | 67.3 | 124 | ||||
| 070126 | 24010807012620495 | 67 | 125 | ||||
| 070126 | 24010807012620376 | 66.9 | 126 | ||||
| 070126 | 24010807012620399 | 66.9 | 127 | ||||
| 070126 | 24010807012620310 | 66.8 | 128 | ||||
| 070126 | 24010807012620242 | 66.7 | 129 | ||||
| 070126 | 24010807012620380 | 66.6 | 130 | ||||
| 070126 | 24010807012620148 | 66.5 | 131 | ||||
| 070126 | 24010807012620528 | 66.4 | 132 | ||||
| 070126 | 24010807012620065 | 66.3 | 133 | ||||
| 070126 | 24010807012620363 | 66.3 | 134 | ||||
| 070126 | 24010807012620467 | 66.3 | 135 | ||||
| 070126 | 24010807012620514 | 66.3 | 136 | ||||
| 070126 | 24010807012620044 | 66.2 | 137 | ||||
| 070126 | 24010807012620089 | 65.8 | 138 | ||||
| 070126 | 24010807012620473 | 65.8 | 139 | ||||
| 070126 | 24010807012620241 | 65.7 | 140 | ||||
| 070126 | 24010807012620360 | 65.7 | 141 | ||||
| 070126 | 24010807012620401 | 65.7 | 142 | ||||
| 070126 | 24010807012620237 | 65.6 | 143 | ||||
| 070126 | 24010807012620228 | 65.1 | 144 | ||||
| 070126 | 24010807012620486 | 65.1 | 145 | ||||
| 070126 | 24010807012620173 | 64.9 | 146 | ||||
| 070126 | 24010807012620225 | 64.8 | 147 | ||||
| 070126 | 24010807012620285 | 64.7 | 148 | ||||
| 070126 | 24010807012620086 | 64.4 | 149 | ||||
| 070126 | 24010807012620088 | 64.4 | 150 | ||||
| 070126 | 24010807012620231 | 64.4 | 151 | ||||
| 070126 | 24010807012620221 | 64.3 | 152 | ||||
| 070126 | 24010807012620372 | 64.3 | 153 | ||||
| 070126 | 24010807012620051 | 64.2 | 154 | ||||
| 070126 | 24010807012620096 | 64.2 | 155 | ||||
| 070126 | 24010807012620405 | 64.2 | 156 | ||||
| 070126 | 24010807012620454 | 64.2 | 157 | ||||
| 070126 | 24010807012620073 | 63.9 | 158 | ||||
| 070126 | 24010807012620143 | 63.7 | 159 | ||||
| 070126 | 24010807012620182 | 63.7 | 160 | ||||
| 070126 | 24010807012620386 | 63.7 | 161 | ||||
| 070126 | 24010807012620271 | 63.6 | 162 | ||||
| 070126 | 24010807012620540 | 63.5 | 163 | ||||
| 070126 | 24010807012620312 | 63.4 | 164 | ||||
| 070126 | 24010807012620424 | 63.4 | 165 | ||||
| 070126 | 24010807012620057 | 63.2 | 166 | ||||
| 070126 | 24010807012620350 | 63.2 | 167 | ||||
| 070126 | 24010807012620299 | 63.1 | 168 | ||||
| 070126 | 24010807012620539 | 63 | 169 | ||||
| 070126 | 24010807012620232 | 62.9 | 170 | ||||
| 070126 | 24010807012620075 | 62.7 | 171 | ||||
| 070126 | 24010807012620042 | 62.6 | 172 | ||||
| 070126 | 24010807012620556 | 62.6 | 173 | ||||
| 070126 | 24010807012620135 | 62.5 | 174 | ||||
| 070126 | 24010807012620502 | 62.4 | 175 | ||||
| 070126 | 24010807012620425 | 62.3 | 176 | ||||
| 070126 | 24010807012620238 | 62.2 | 177 | ||||
| 070126 | 24010807012620291 | 62.2 | 178 | ||||
| 070126 | 24010807012620478 | 62.2 | 179 | ||||
| 070126 | 24010807012620315 | 62.1 | 180 | ||||
| 070126 | 24010807012620485 | 61.9 | 181 | ||||
| 070126 | 24010807012620111 | 61.8 | 182 | ||||
| 070126 | 24010807012620158 | 61.8 | 183 | ||||
| 070126 | 24010807012620212 | 61.8 | 184 | ||||
| 070126 | 24010807012620055 | 61.6 | 185 | ||||
| 070126 | 24010807012620117 | 61.6 | 186 | ||||
| 070126 | 24010807012620170 | 61.4 | 187 | ||||
| 070126 | 24010807012620484 | 61.2 | 188 | ||||
| 070126 | 24010807012620314 | 61 | 189 | ||||
| 070126 | 24010807012620219 | 60.9 | 190 | ||||
| 070126 | 24010807012620327 | 60.9 | 191 | ||||
| 070126 | 24010807012620025 | 60.8 | 192 | ||||
| 070126 | 24010807012620103 | 60.8 | 193 | ||||
| 070126 | 24010807012620004 | 60.7 | 194 | ||||
| 070126 | 24010807012620172 | 60.7 | 195 | ||||
| 070126 | 24010807012620253 | 60.7 | 196 | ||||
| 070126 | 24010807012620104 | 60.5 | 197 | ||||
| 070126 | 24010807012620218 | 60.4 | 198 | ||||
| 070126 | 24010807012620373 | 60.4 | 199 | ||||
| 070126 | 24010807012620406 | 60.4 | 200 | ||||
| 070126 | 24010807012620167 | 60.3 | 201 | ||||
| 070126 | 24010807012620191 | 60.2 | 202 | ||||
| 070126 | 24010807012620490 | 60.2 | 203 | ||||
| 070126 | 24010807012620141 | 60 | 204 | ||||
| 070126 | 24010807012620306 | 59.9 | 205 | ||||
| 070126 | 24010807012620321 | 59.9 | 206 | ||||
| 070126 | 24010807012620393 | 59.7 | 207 | ||||
| 070126 | 24010807012620444 | 59.7 | 208 | ||||
| 070126 | 24010807012620229 | 59.6 | 209 | ||||
| 070126 | 24010807012620367 | 59.6 | 210 | ||||
| 070126 | 24010807012620159 | 59.4 | 211 | ||||
| 070126 | 24010807012620461 | 59.4 | 212 | ||||
| 070126 | 24010807012620149 | 59.3 | 213 | ||||
| 070126 | 24010807012620326 | 59.3 | 214 | ||||
| 070126 | 24010807012620519 | 59.2 | 215 | ||||
| 070126 | 24010807012620347 | 58.7 | 216 | ||||
| 070126 | 24010807012620245 | 58.6 | 217 | ||||
| 070126 | 24010807012620255 | 58.6 | 218 | ||||
| 070126 | 24010807012620515 | 58.2 | 219 | ||||
| 070126 | 24010807012620356 | 58.1 | 220 | ||||
| 070126 | 24010807012620045 | 58 | 221 | ||||
| 070126 | 24010807012620078 | 58 | 222 | ||||
| 070126 | 24010807012620222 | 58 | 223 | ||||
| 070126 | 24010807012620337 | 58 | 224 | ||||
| 070126 | 24010807012620547 | 58 | 225 | ||||
| 070126 | 24010807012620064 | 57.9 | 226 | ||||
| 070126 | 24010807012620114 | 57.6 | 227 | ||||
| 070126 | 24010807012620079 | 57.5 | 228 | ||||
| 070126 | 24010807012620153 | 57.5 | 229 | ||||
| 070126 | 24010807012620440 | 57.5 | 230 | ||||
| 070126 | 24010807012620077 | 57.4 | 231 | ||||
| 070126 | 24010807012620494 | 57.4 | 232 | ||||
| 070126 | 24010807012620452 | 57.2 | 233 | ||||
| 070126 | 24010807012620538 | 57.2 | 234 | ||||
| 070126 | 24010807012620202 | 57.1 | 235 | ||||
| 070126 | 24010807012620447 | 57 | 236 | ||||
| 070126 | 24010807012620546 | 56.8 | 237 | ||||
| 070126 | 24010807012620366 | 56.7 | 238 | ||||
| 070126 | 24010807012620142 | 56.6 | 239 | ||||
| 070126 | 24010807012620249 | 56.5 | 240 | ||||
| 070126 | 24010807012620048 | 56.4 | 241 | ||||
| 070126 | 24010807012620174 | 56.1 | 242 | ||||
| 070126 | 24010807012620171 | 56 | 243 | ||||
| 070126 | 24010807012620511 | 55.9 | 244 | ||||
| 070126 | 24010807012620017 | 55.8 | 245 | ||||
| 070126 | 24010807012620181 | 55.8 | 246 | ||||
| 070126 | 24010807012620056 | 55.6 | 247 | ||||
| 070126 | 24010807012620081 | 55.6 | 248 | ||||
| 070126 | 24010807012620243 | 55.3 | 249 | ||||
| 070126 | 24010807012620503 | 55.3 | 250 | ||||
| 070126 | 24010807012620517 | 55.3 | 251 | ||||
| 070126 | 24010807012620529 | 55.2 | 252 | ||||
| 070126 | 24010807012620443 | 55.1 | 253 | ||||
| 070126 | 24010807012620002 | 55 | 254 | ||||
| 070126 | 24010807012620214 | 54.9 | 255 | ||||
| 070126 | 24010807012620068 | 54.7 | 256 | ||||
| 070126 | 24010807012620342 | 54.5 | 257 | ||||
| 070126 | 24010807012620510 | 54.5 | 258 | ||||
| 070126 | 24010807012620010 | 54.4 | 259 | ||||
| 070126 | 24010807012620204 | 54.3 | 260 | ||||
| 070126 | 24010807012620336 | 54 | 261 | ||||
| 070126 | 24010807012620348 | 54 | 262 | ||||
| 070126 | 24010807012620151 | 53.9 | 263 | ||||
| 070126 | 24010807012620154 | 53.9 | 264 | ||||
| 070126 | 24010807012620130 | 53.8 | 265 | ||||
| 070126 | 24010807012620052 | 53.7 | 266 | ||||
| 070126 | 24010807012620265 | 53.7 | 267 | ||||
| 070126 | 24010807012620481 | 53.6 | 268 | ||||
| 070126 | 24010807012620185 | 53.5 | 269 | ||||
| 070126 | 24010807012620319 | 53.5 | 270 | ||||
| 070126 | 24010807012620230 | 53.4 | 271 | ||||
| 070126 | 24010807012620126 | 53.2 | 272 | ||||
| 070126 | 24010807012620480 | 53.2 | 273 | ||||
| 070126 | 24010807012620063 | 53.1 | 274 | ||||
| 070126 | 24010807012620303 | 53.1 | 275 | ||||
| 070126 | 24010807012620359 | 53.1 | 276 | ||||
| 070126 | 24010807012620193 | 52.8 | 277 | ||||
| 070126 | 24010807012620027 | 52.7 | 278 | ||||
| 070126 | 24010807012620267 | 52.7 | 279 | ||||
| 070126 | 24010807012620553 | 52.7 | 280 | ||||
| 070126 | 24010807012620316 | 52.5 | 281 | ||||
| 070126 | 24010807012620335 | 52.5 | 282 | ||||
| 070126 | 24010807012620531 | 52.5 | 283 | ||||
| 070126 | 24010807012620091 | 52.4 | 284 | ||||
| 070126 | 24010807012620163 | 52.3 | 285 | ||||
| 070126 | 24010807012620479 | 51.8 | 286 | ||||
| 070126 | 24010807012620536 | 51.5 | 287 | ||||
| 070126 | 24010807012620398 | 51.4 | 288 | ||||
| 070126 | 24010807012620120 | 51.2 | 289 | ||||
| 070126 | 24010807012620251 | 51 | 290 | ||||
| 070126 | 24010807012620005 | 50.8 | 291 | ||||
| 070126 | 24010807012620431 | 50.7 | 292 | ||||
| 070126 | 24010807012620450 | 50.7 | 293 | ||||
| 070126 | 24010807012620210 | 50.6 | 294 | ||||
| 070126 | 24010807012620270 | 50.6 | 295 | ||||
| 070126 | 24010807012620297 | 50.6 | 296 | ||||
| 070126 | 24010807012620509 | 50.6 | 297 | ||||
| 070126 | 24010807012620292 | 50.5 | 298 | ||||
| 070126 | 24010807012620534 | 50.4 | 299 | ||||
| 070126 | 24010807012620266 | 50.2 | 300 | ||||
| 070126 | 24010807012620138 | 50.1 | 301 | ||||
| 070126 | 24010807012620028 | 49.9 | 302 | ||||
| 070126 | 24010807012620374 | 49.7 | 303 | ||||
| 070126 | 24010807012620007 | 49.5 | 304 | ||||
| 070126 | 24010807012620165 | 49.5 | 305 | ||||
| 070126 | 24010807012620493 | 49.4 | 306 | ||||
| 070126 | 24010807012620272 | 49.3 | 307 | ||||
| 070126 | 24010807012620377 | 49.3 | 308 | ||||
| 070126 | 24010807012620411 | 49.2 | 309 | ||||
| 070126 | 24010807012620474 | 49.2 | 310 | ||||
| 070126 | 24010807012620413 | 49.1 | 311 | ||||
| 070126 | 24010807012620127 | 49 | 312 | ||||
| 070126 | 24010807012620492 | 48.9 | 313 | ||||
| 070126 | 24010807012620561 | 48.8 | 314 | ||||
| 070126 | 24010807012620274 | 48.5 | 315 | ||||
| 070126 | 24010807012620087 | 48.4 | 316 | ||||
| 070126 | 24010807012620136 | 48.2 | 317 | ||||
| 070126 | 24010807012620198 | 48.2 | 318 | ||||
| 070126 | 24010807012620129 | 48.1 | 319 | ||||
| 070126 | 24010807012620058 | 47.7 | 320 | ||||
| 070126 | 24010807012620345 | 47.7 | 321 | ||||
| 070126 | 24010807012620304 | 47.6 | 322 | ||||
| 070126 | 24010807012620458 | 47.6 | 323 | ||||
| 070126 | 24010807012620156 | 46.3 | 324 | ||||
| 070126 | 24010807012620019 | 46 | 325 | ||||
| 070126 | 24010807012620011 | 45.9 | 326 | ||||
| 070126 | 24010807012620029 | 45.9 | 327 | ||||
| 070126 | 24010807012620034 | 45.8 | 328 | ||||
| 070126 | 24010807012620040 | 45.6 | 329 | ||||
| 070126 | 24010807012620053 | 45.5 | 330 | ||||
| 070126 | 24010807012620281 | 45.5 | 331 | ||||
| 070126 | 24010807012620288 | 45.2 | 332 | ||||
| 070126 | 24010807012620331 | 44.7 | 333 | ||||
| 070126 | 24010807012620200 | 44.6 | 334 | ||||
| 070126 | 24010807012620334 | 44.5 | 335 | ||||
| 070126 | 24010807012620362 | 43.7 | 336 | ||||
| 070126 | 24010807012620123 | 43.6 | 337 | ||||
| 070126 | 24010807012620305 | 43.6 | 338 | ||||
| 070126 | 24010807012620259 | 43.5 | 339 | ||||
| 070126 | 24010807012620324 | 43.5 | 340 | ||||
| 070126 | 24010807012620119 | 43.3 | 341 | ||||
| 070126 | 24010807012620309 | 43.1 | 342 | ||||
| 070126 | 24010807012620419 | 43 | 343 | ||||
| 070126 | 24010807012620325 | 42.9 | 344 | ||||
| 070126 | 24010807012620131 | 42.5 | 345 | ||||
| 070126 | 24010807012620183 | 42.5 | 346 | ||||
| 070126 | 24010807012620550 | 42.4 | 347 | ||||
| 070126 | 24010807012620080 | 42.1 | 348 | ||||
| 070126 | 24010807012620105 | 42.1 | 349 | ||||
| 070126 | 24010807012620429 | 42 | 350 | ||||
| 070126 | 24010807012620106 | 41.9 | 351 | ||||
| 070126 | 24010807012620201 | 41.1 | 352 | ||||
| 070126 | 24010807012620391 | 41 | 353 | ||||
| 070126 | 24010807012620008 | 40.7 | 354 | ||||
| 070126 | 24010807012620041 | 40.7 | 355 | ||||
| 070126 | 24010807012620254 | 40.3 | 356 | ||||
| 070126 | 24010807012620263 | 40.3 | 357 | ||||
| 070126 | 24010807012620385 | 39.6 | 358 | ||||
| 070126 | 24010807012620453 | 39.5 | 359 | ||||
| 070126 | 24010807012620195 | 39.3 | 360 | ||||
| 070126 | 24010807012620215 | 39 | 361 | ||||
| 070126 | 24010807012620021 | 38.5 | 362 | ||||
| 070126 | 24010807012620015 | 38.1 | 363 | ||||
| 070126 | 24010807012620032 | 38 | 364 | ||||
| 070126 | 24010807012620092 | 37.8 | 365 | ||||
| 070126 | 24010807012620448 | 37.8 | 366 | ||||
| 070126 | 24010807012620343 | 37.2 | 367 | ||||
| 070126 | 24010807012620383 | 36.2 | 368 | ||||
| 070126 | 24010807012620278 | 35.9 | 369 | ||||
| 070126 | 24010807012620466 | 35.3 | 370 | ||||
| 070126 | 24010807012620166 | 33.5 | 371 | ||||
| 070126 | 24010807012620038 | 32.5 | 372 | ||||
| 070126 | 24010807012620031 | 32.4 | 373 | ||||
| 070126 | 24010807012620513 | 31.1 | 374 | ||||
| 070126 | 24010807012620014 | 29.2 | 375 | ||||
| 070126 | 24010807012620155 | 28.8 | 376 | ||||
| 070126 | 24010807012620016 | 27.4 | 377 | ||||
| 070126 | 24010807012620196 | 24.9 | 378 | ||||
| 返回首页 | 合肥成绩 | 经开区成绩 | 查询成绩 | 历年分数线 | |||||||
免责声明：此成绩信息来源各市县官方教育网，只为各位考生提供备考参考之用,最终数据请留意各市县区教育网，谢谢！另有些地区只公布了资格复审名单。
温馨提示：资格复审对象为拟参加专业测试人员，其中岗位资格复审比例具体看招聘考试公告，最后一名如有多位成绩相同，则一并进入。
温馨提示：资格复审对象为拟参加专业测试人员，其中岗位资格复审比例具体看招聘考试公告，最后一名如有多位成绩相同，则一并进入。
2024合肥经开区南区学校初中数学A组 职位详细
| 职位代码 | 070126 |
| 招聘地区 | 合肥 |
| 行政辖区 | 经开区 |
| 行政辖区代码 | 340114 |
| 招聘学校 | 经开区南区学校 |
| 招聘岗位 | 初中数学A组 |
| 招录人数 | 11（该职位被核减后招：人） |
| 单列计划 | 否 |
| 报名人数 | 636人 |
| 资格审查合格 | 613人 |
| 缴费人数 | 561人 |
| 学段 | 初级中学 |
| 学科 | 数学 |
| 专业 | 专业不限 |
| 学历 | 本科及以上 |
| 是否需要学位 | 无 |
| 年龄 | 35周岁以下 |
| 教师资格 | 初中及以上与岗位学科一致；性别要求:无；普通话等级:二级乙等 |
| 备注 | 选岗时公布具体学校。 |
| 返回职位库首页 | 2024安徽教师成绩查询入口 |
| 获取最新考试信息 | 关注安徽华图教师微信jiaoshitest |
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