职位代码 | 准考证号 | 职测成绩 | 综合成绩 | 笔试成绩 | 成绩排名 | 是否入围 | 分数线 |
---|---|---|---|---|---|---|---|
0709224 | 5434070903806 | 69 | 100.2 | 169.2(56.40) | 1 | 内围 | 162.2 |
0709224 | 5434070904008 | 83 | 82.5 | 165.5(55.17) | 2 | 内围 | 162.2 |
0709224 | 5434070903810 | 82.5 | 81.7 | 164.2(54.73) | 3 | 外围 | 162.2 |
0709224 | 5434070903828 | 90.5 | 72.7 | 163.2(54.40) | 4 | 外围 | 162.2 |
0709224 | 5434070903902 | 77 | 85.7 | 162.7(54.23) | 5 | 外围 | 162.2 |
0709224 | 5434070904006 | 68 | 94.2 | 162.2(54.07) | 6 | 入围线 | 162.2 |
0709224 | 5434070904004 | 87.5 | 73.7 | 161.2(53.73) | 7 | 未入围 | 162.2 |
0709224 | 5434070903920 | 75.5 | 84.3 | 159.8(53.27) | 8 | 未入围 | 162.2 |
0709224 | 5434070903808 | 79 | 80.4 | 159.4(53.13) | 9 | 未入围 | 162.2 |
0709224 | 5434070904011 | 64.5 | 94.9 | 159.4(53.13) | 10 | 未入围 | 162.2 |
0709224 | 5434070903921 | 93 | 64.4 | 157.4(52.47) | 11 | 未入围 | 162.2 |
0709224 | 5434070904025 | 80.5 | 71.4 | 151.9(50.63) | 12 | 未入围 | 162.2 |
0709224 | 5434070903928 | 64.5 | 87.2 | 151.7(50.57) | 13 | 未入围 | 162.2 |
0709224 | 5434070904009 | 79.5 | 68.8 | 148.3(49.43) | 14 | 未入围 | 162.2 |
0709224 | 5434070903916 | 74.5 | 73.7 | 148.2(49.40) | 15 | 未入围 | 162.2 |
0709224 | 5434070904020 | 80 | 65.9 | 145.9(48.63) | 16 | 未入围 | 162.2 |
0709224 | 5434070903819 | 79.5 | 66 | 145.5(48.50) | 17 | 未入围 | 162.2 |
0709224 | 5434070903826 | 74 | 70.8 | 144.8(48.27) | 18 | 未入围 | 162.2 |
0709224 | 5434070903821 | 80 | 64.2 | 144.2(48.07) | 19 | 未入围 | 162.2 |
0709224 | 5434070903817 | 74.5 | 66.8 | 141.3(47.10) | 20 | 未入围 | 162.2 |
0709224 | 5434070904013 | 71.5 | 69.4 | 140.9(46.97) | 21 | 未入围 | 162.2 |
0709224 | 5434070903811 | 77 | 63.6 | 140.6(46.87) | 22 | 未入围 | 162.2 |
0709224 | 5434070903913 | 77 | 62.4 | 139.4(46.47) | 23 | 未入围 | 162.2 |
0709224 | 5434070903915 | 64 | 74.4 | 138.4(46.13) | 24 | 未入围 | 162.2 |
0709224 | 5434070904016 | 72 | 65.2 | 137.2(45.73) | 25 | 未入围 | 162.2 |
0709224 | 5434070903912 | 76.5 | 59.6 | 136.1(45.37) | 26 | 未入围 | 162.2 |
0709224 | 5434070903903 | 61.5 | 73.5 | 135(45.00) | 27 | 未入围 | 162.2 |
0709224 | 5434070903919 | 62 | 72.7 | 134.7(44.90) | 28 | 未入围 | 162.2 |
0709224 | 5434070903830 | 75 | 57.1 | 132.1(44.03) | 29 | 未入围 | 162.2 |
0709224 | 5434070904002 | 73.5 | 58.1 | 131.6(43.87) | 30 | 未入围 | 162.2 |
0709224 | 5434070904018 | 61 | 70.6 | 131.6(43.87) | 31 | 未入围 | 162.2 |
0709224 | 5434070904023 | 71 | 60.3 | 131.3(43.77) | 32 | 未入围 | 162.2 |
0709224 | 5434070903805 | 66.5 | 63.2 | 129.7(43.23) | 33 | 未入围 | 162.2 |
0709224 | 5434070904007 | 58.5 | 71.1 | 129.6(43.20) | 34 | 未入围 | 162.2 |
0709224 | 5434070903905 | 69.5 | 60 | 129.5(43.17) | 35 | 未入围 | 162.2 |
0709224 | 5434070903930 | 57 | 71.8 | 128.8(42.93) | 36 | 未入围 | 162.2 |
0709224 | 5434070903813 | 70 | 58.6 | 128.6(42.87) | 37 | 未入围 | 162.2 |
0709224 | 5434070903908 | 67.5 | 59.9 | 127.4(42.47) | 38 | 未入围 | 162.2 |
0709224 | 5434070903816 | 68 | 58.9 | 126.9(42.30) | 39 | 未入围 | 162.2 |
0709224 | 5434070903820 | 62.5 | 64.4 | 126.9(42.30) | 40 | 未入围 | 162.2 |
0709224 | 5434070903814 | 58 | 68.4 | 126.4(42.13) | 41 | 未入围 | 162.2 |
0709224 | 5434070904026 | 56.5 | 69.7 | 126.2(42.07) | 42 | 未入围 | 162.2 |
0709224 | 5434070904027 | 61.5 | 64.6 | 126.1(42.03) | 43 | 未入围 | 162.2 |
0709224 | 5434070903803 | 59.5 | 66.3 | 125.8(41.93) | 44 | 未入围 | 162.2 |
0709224 | 5434070903918 | 70 | 55.2 | 125.2(41.73) | 45 | 未入围 | 162.2 |
0709224 | 5434070904017 | 60.5 | 64.6 | 125.1(41.70) | 46 | 未入围 | 162.2 |
0709224 | 5434070904010 | 66 | 58.6 | 124.6(41.53) | 47 | 未入围 | 162.2 |
0709224 | 5434070903815 | 76.5 | 48 | 124.5(41.50) | 48 | 未入围 | 162.2 |
0709224 | 5434070903824 | 61 | 62.1 | 123.1(41.03) | 49 | 未入围 | 162.2 |
0709224 | 5434070903914 | 60 | 62.6 | 122.6(40.87) | 50 | 未入围 | 162.2 |
0709224 | 5434070903904 | 49 | 71.9 | 120.9(40.30) | 51 | 未入围 | 162.2 |
0709224 | 5434070903809 | 61 | 59.3 | 120.3(40.10) | 52 | 未入围 | 162.2 |
0709224 | 5434070903927 | 69 | 50.3 | 119.3(39.77) | 53 | 未入围 | 162.2 |
0709224 | 5434070903929 | 57.5 | 60.4 | 117.9(39.30) | 54 | 未入围 | 162.2 |
0709224 | 5434070904019 | 52.5 | 65.1 | 117.6(39.20) | 55 | 未入围 | 162.2 |
0709224 | 5434070904012 | 60.5 | 56.4 | 116.9(38.97) | 56 | 未入围 | 162.2 |
0709224 | 5434070903910 | 60.5 | 56.2 | 116.7(38.90) | 57 | 未入围 | 162.2 |
0709224 | 5434070904003 | 62.5 | 54.2 | 116.7(38.90) | 58 | 未入围 | 162.2 |
0709224 | 5434070904014 | 63.5 | 52.5 | 116(38.67) | 59 | 未入围 | 162.2 |
0709224 | 5434070903922 | 58.5 | 57.2 | 115.7(38.57) | 60 | 未入围 | 162.2 |
0709224 | 5434070903825 | 60.5 | 54.5 | 115(38.33) | 61 | 未入围 | 162.2 |
0709224 | 5434070903925 | 71.5 | 42 | 113.5(37.83) | 62 | 未入围 | 162.2 |
0709224 | 5434070903729 | 58 | 53.3 | 111.3(37.10) | 63 | 未入围 | 162.2 |
0709224 | 5434070903827 | 54 | 57 | 111(37.00) | 64 | 未入围 | 162.2 |
0709224 | 5434070903823 | 53.5 | 55.6 | 109.1(36.37) | 65 | 未入围 | 162.2 |
0709224 | 5434070903909 | 52 | 56.8 | 108.8(36.27) | 66 | 未入围 | 162.2 |
0709224 | 5434070903804 | 46.5 | 61.3 | 107.8(35.93) | 67 | 未入围 | 162.2 |
0709224 | 5434070904005 | 49 | 58.2 | 107.2(35.73) | 68 | 未入围 | 162.2 |
0709224 | 5434070903807 | 58 | 49.1 | 107.1(35.70) | 69 | 未入围 | 162.2 |
0709224 | 5434070903926 | 47 | 57.9 | 104.9(34.97) | 70 | 未入围 | 162.2 |
0709224 | 5434070903923 | 46.5 | 57.2 | 103.7(34.57) | 71 | 未入围 | 162.2 |
0709224 | 5434070903901 | 52.5 | 49.9 | 102.4(34.13) | 72 | 未入围 | 162.2 |
0709224 | 5434070903911 | 45.5 | 55.7 | 101.2(33.73) | 73 | 未入围 | 162.2 |
0709224 | 5434070903906 | 57 | 43.8 | 100.8(33.60) | 74 | 未入围 | 162.2 |
0709224 | 5434070903924 | 54.5 | 45 | 99.5(33.17) | 75 | 未入围 | 162.2 |
0709224 | 5434070903801 | 45 | 53.6 | 98.6(32.87) | 76 | 未入围 | 162.2 |
0709224 | 5434070904001 | 53.5 | 41.9 | 95.4(31.80) | 77 | 未入围 | 162.2 |
0709224 | 5434070903829 | 48.5 | 46.2 | 94.7(31.57) | 78 | 未入围 | 162.2 |
0709224 | 5434070903730 | 50.5 | 43.4 | 93.9(31.30) | 79 | 未入围 | 162.2 |
0709224 | 5434070904021 | 43.5 | 38 | 81.5(27.17) | 80 | 未入围 | 162.2 |
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