云南省貿(mào)易經(jīng)濟(jì)學(xué)校2019年事業(yè)單位

公開(kāi)招聘工作人員筆試成績(jī)公示

各位考生：

云南省2019年事業(yè)單位公開(kāi)招聘考試筆試閱卷工作已經(jīng)完成，按照《云南省貿(mào)易經(jīng)濟(jì)學(xué)校2019年事業(yè)單位公開(kāi)招聘工作人員公告》（以下簡(jiǎn)稱公告）的要求，現(xiàn)就參加我校2019年度公開(kāi)招聘工作人員筆試成績(jī)進(jìn)行公布，并將筆試成績(jī)相關(guān)事宜通知如下：

根據(jù)《公告》要求，成績(jī)公布后3個(gè)工作日內(nèi)接受考生分?jǐn)?shù)查疑申請(qǐng)，各考生可于2019年6月26日前向?qū)W校黨政辦申請(qǐng)查疑，逾期不再接受申請(qǐng)，查疑結(jié)果將于后期在云南省貿(mào)易經(jīng)濟(jì)學(xué)校官網(wǎng)進(jìn)行公布。

根據(jù)《公告》要求，可進(jìn)行成績(jī)查疑的類(lèi)型有：

1、參加考試但分?jǐn)?shù)為零分的人員；

2、未缺考但被標(biāo)記為缺考的人員；

3、對(duì)違紀(jì)情形有異議的人員。

聯(lián)系人：劉老師、秦老師

聯(lián)系電話：68052583

云南省貿(mào)易經(jīng)濟(jì)學(xué)校

2019年6月21日

云南省貿(mào)易經(jīng)濟(jì)學(xué)校2019年公開(kāi)招聘工作人員筆試成績(jī).xlsx

云南省貿(mào)易經(jīng)濟(jì)學(xué)校2019年公開(kāi)招聘工作人員筆試成績(jī)
序號(hào)	報(bào)考職位代碼	準(zhǔn)考證	職測(cè)缺考	綜合缺考	職測(cè)成績(jī)	綜合成績(jī)	總分
87	15399099037001002	2153991100127			92	91	183
94	15399099037001002	2153991101309			83.5	100	183.5
98	15399099037001002	2153991102312			81	89	170
106	15399099037001002	2153991102809			98.5	107	205.5
113	15399099037001002	2153991105007			43	87	130
116	15399099037001002	2153991105520			72.5	100	172.5
118	15399099037001002	2153991106715	Q	Q	0	0	0
119	15399099037001002	2153991107007			66.5	86	152.5
120	15399099037001002	2153991107601	Q	Q	0	0	0
122	15399099037001002	2153991108218			102.5	98	200.5
89	15399099037001003	2153991100227			105	101.5	206.5
91	15399099037001003	2153991100812			84.5	74	158.5
93	15399099037001003	2153991100925			69	89	158
100	15399099037001003	2153991102401			70.5	78.5	149
108	15399099037001003	2153991103703			78.5	80.5	159
115	15399099037001003	2153991105415	Q	Q	0	0	0
88	15399099037001004	2153991100210			104.5	102	206.5
92	15399099037001004	2153991100908			78.5	82	160.5
95	15399099037001004	2153991102001			86	92	178
96	15399099037001004	2153991102127			72	81	153
97	15399099037001004	2153991102304			74	92	166
99	15399099037001004	2153991102325			86.5	106.5	193
102	15399099037001004	2153991102528	Q	Q	0	0	0
104	15399099037001004	2153991102729			109	105.5	214.5
105	15399099037001004	2153991102802	Q	Q	0	0	0
109	15399099037001004	2153991103720	Q	Q	0	0	0
110	15399099037001004	2153991103813	Q	Q	0	0	0
111	15399099037001004	2153991104625			76	74	150
112	15399099037001004	2153991104822			73.5	95	168.5
121	15399099037001004	2153991108003			87	84	171
90	15399099037001005	2153991100613	Q	Q	0	0	0
101	15399099037001005	2153991102409	Q	Q	0	0	0
103	15399099037001005	2153991102622	Q	Q	0	0	0
107	15399099037001005	2153991103104			92	95.5	187.5
114	15399099037001005	2153991105328			74.5	89	163.5
117	15399099037001005	2153991106222			74	88.5	162.5
6	15399099037001006	1153990601502			91	95.5	186.5
10	15399099037001006	1153990602108			79.5	90.5	170
16	15399099037001006	1153990603022			88.5	89.5	178
20	15399099037001006	1153990604405	Q	Q	0	0	0
25	15399099037001006	1153990605604			60.5	88	148.5
26	15399099037001006	1153990605619			104.5	92	196.5
30	15399099037001006	1153990606026	Q	Q	0	0	0
31	15399099037001006	1153990606828			72	90	162
32	15399099037001006	1153990607002	Q	Q	0	0	0
36	15399099037001006	1153990607811			86.5	82.5	169
37	15399099037001006	1153990607903			71	101	172
42	15399099037001006	1153990609807			68	75	143
45	15399099037001006	1153990610012			74.5	96	170.5
54	15399099037001006	1153990612804			77.5	99	176.5
64	15399099037001006	1153990615717			92	86	178
68	15399099037001006	1153990616602			79.5	87.5	167
75	15399099037001006	1153990618019			78	91	169
76	15399099037001006	1153990618215			85.5	97.5	183
78	15399099037001006	1153990618318			70.5	80	150.5
84	15399099037001006	1153990620203			70	93	163
1	15399099037001008	1153990600312			64	91	155
2	15399099037001008	1153990600604			72	79	151
3	15399099037001008	1153990600903			94.5	88	182.5
4	15399099037001008	1153990601006			70	73	143
5	15399099037001008	1153990601110			84.5	81.5	166
7	15399099037001008	1153990601603			68	105	173
8	15399099037001008	1153990601903			74	88	162
9	15399099037001008	1153990601907			65.5	80	145.5
11	15399099037001008	1153990602112			62.5	101	163.5
12	15399099037001008	1153990602509			88	84.5	172.5
13	15399099037001008	1153990602717			63.5	67	130.5
14	15399099037001008	1153990602819			78.5	93	171.5
15	15399099037001008	1153990602920	Q	Q	0	0	0
17	15399099037001008	1153990603028			76	93	169
18	15399099037001008	1153990603806			69	68	137
19	15399099037001008	1153990604003			73	78	151
21	15399099037001008	1153990605012			56.5	55	111.5
22	15399099037001008	1153990605125			54.5	76	130.5
23	15399099037001008	1153990605507			86.5	97.5	184
24	15399099037001008	1153990605518	Q	Q	0	0	0
27	15399099037001008	1153990605706			98	78.5	176.5
28	15399099037001008	1153990605708			71	75	146
29	15399099037001008	1153990605827			71	82	153
33	15399099037001008	1153990607008			69.5	90	159.5
34	15399099037001008	1153990607420			80	70.5	150.5
35	15399099037001008	1153990607427			65	70	135
38	15399099037001008	1153990608626			80.5	90.5	171
39	15399099037001008	1153990608628			68	77	145
40	15399099037001008	1153990609023			91	74.5	165.5
41	15399099037001008	1153990609730			77	84.5	161.5
43	15399099037001008	1153990609808			59.5	81	140.5
44	15399099037001008	1153990609829			86.5	86	172.5
46	15399099037001008	1153990610425			84.5	74.5	159
47	15399099037001008	1153990610617			79.5	75.5	155
48	15399099037001008	1153990611113	Q	Q	0	0	0
49	15399099037001008	1153990611822			94.5	101.5	196
50	15399099037001008	1153990612021			76	86.5	162.5
51	15399099037001008	1153990612216			64.5	92	156.5
52	15399099037001008	1153990612420			76.5	80	156.5
53	15399099037001008	1153990612703			88	76	164
55	15399099037001008	1153990612821	Q	Q	0	0	0
56	15399099037001008	1153990613025			64.5	83	147.5
57	15399099037001008	1153990613115			68.5	70	138.5
58	15399099037001008	1153990613710			54	71	125
59	15399099037001008	1153990614119			80	81.5	161.5
60	15399099037001008	1153990614412			71.5	85	156.5
61	15399099037001008	1153990614701			106	98.5	204.5
62	15399099037001008	1153990614926			85.5	89.5	175
63	15399099037001008	1153990615624			91.5	102.5	194
65	15399099037001008	1153990615720			86.5	79	165.5
66	15399099037001008	1153990616222			81	61.5	142.5
67	15399099037001008	1153990616513			71	62	133
69	15399099037001008	1153990616819			66	70	136
70	15399099037001008	1153990616924			86.5	94	180.5
71	15399099037001008	1153990617016			52.5	33	85.5
72	15399099037001008	1153990617605			91.5	88.5	180
73	15399099037001008	1153990617818			64	88	152
74	15399099037001008	1153990617919			67	65	132
77	15399099037001008	1153990618225			84	88.5	172.5
79	15399099037001008	1153990618425			71	80	151
80	15399099037001008	1153990619404	Q	Q	0	0	0
81	15399099037001008	1153990619522			90	93.5	183.5
82	15399099037001008	1153990619827			81	104.5	185.5
83	15399099037001008	1153990619909	Q	Q	0	0	0
85	15399099037001008	1153990620710			89	90.5	179.5
86	15399099037001008	1153990620818			82	81.5	163.5

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