If the last 4 digits of your ID appear twice in the table below, then there is someone else with same numbers.
If so, compare your 2nd midterm grade to tell the records apart.
	Sudent ID	Midterm 2	Final Exam	GRADE
		out of 50	out of 100
	0042	39	64	1.6
	0049	41	56	2.0
	0056	41	83	3.1
	0072	42	92	3.5
	0076	45	96	3.9
	0084	50	98	4.0
	0085	41	90	3.3
	0091	44	91	3.5
	0107	41	82	2.8
	0117	43	84	3.3
	0125	48	91	3.9
	0141	46	96.5	3.9
	0143	42	72	2.1
	0143	47	74.5	2.3
	0178	47	96	3.9
	0197	43	74	2.4
	0201	38	77	2.9
	0214	40	88	3.3
	0223	47	91.5	3.9
	0244	45.5	79.5	2.7
	0246	46	81	2.7
	0246	47	97	3.9
	0251	48	97	3.9
	0280	47	88	3.5
	0283	43	54	1.3
	0346	30	81	2.5
	0383	38	39	1.2
	0405	39	68	2.1
	0431	46	92	3.7
	0446	46	88	3.6
	0453	46	88	3.0
	0480	46	87.5	3.0
	0480	47	84	3.3
	0482	47	93	3.8
	0486	40	85	2.1
	0530	43	85	3.3
	0546	37	63	1.5
	0551	38.5	77	2.3
	0553	45	80	3.1
	0579	48	88	3.4
	0592	42	81	2.1
	0637	48	96	4.0
	0650	44	79.5	3.1
	0661	44	81	3.1
	0667	39	87	3.4
	0706	43	87	3.0
	0707	47	97	3.8
	0713	47	84	3.1
	0752	48	98	3.9
	0752	49	98	4.0
	0823	47	80	2.5
	0852	37	88.5	3.2
	0860	33	68.5	1.4
	0865	46	94	3.6
	0963	49	97	4.0
	0967	49	98	3.9
	0989	50	88.5	3.7
	0993	42	83	2.3
	1030	43	79	2.9
	1075	38	81	2.8
	1078	48	97	3.9
	1107	43	84.5	2.7
	1157	32	75	1.5
	1168	44	92	3.6
	1206	50	99	4.0
	1215	33	77	1.8
	1227	47	92	3.7
	1229	46	93	3.8
	1232	38	83.5	2.6
	1266	47	100	4.0
	1304	44	91	3.5
	1375	48	86	3.7
	1398	38	64	1.7
	1436	46	92	3.6
	1466	50	94	3.8
	1473	41	76	2.3
	1483	50	96	3.9
	1485	43	72	2.7
	1486	50	99	4.0
	1499	50	98	4.0
	1522	45	84	3.1
	1559	40	62.5	1.6
	1608	30	78.5	1.5
	1622	50	96	3.9
	1684	46	77	2.9
	1710	49	83	3.6
	1715	46	87	3.6
	1717	40	95	3.5
	1722	50	97	4.0
	1727	45	88	3.7
	1737	50	98	4.0
	1752	41	72	2.5
	1770	38	75	2.5
	1775	46	88	3.5
	1776	46	85.5	3.1
	1792	17	73.5	1.8
	1811	44	79.5	2.6
	1829	50	98	4.0
	1833	50	85.5	3.1
	1862	31	45	1.1
	1870	46	77	2.4
	1878	50	95	3.9
	1894	40	67.5	2.0
	1941	39	88.5	2.9
	1949	44	74.5	1.7
	1963	40	75	2.7
	1964	45	85	3.3
	1998	44	91	3.5
	2025	43	86	3.5
	2058	47	85	3.4
	2080	48	94	3.8
	2087	43	89	3.2
	2099	43	74	2.8
	2107	46	95	3.7
	2142	48	90.5	3.7
	2151	41	58.5	1.6
	2165	48	94	3.9
	2299	43	96	3.4
	2319	44	81.5	3.0
	2362	46	75.5	2.2
	2362	49	91.5	3.8
	2380	33	63	1.5
	2416	48	84	3.1
	2453	44	81	2.7
	2475	37	93	3.3
	2526	43	67	2.1
	2531	36	58	1.4
	2532	38	72.5	2.1
	2541	39	59	1.6
	2548	42	78	2.8
	2550	47	91	3.7
	2565	47	93	3.9
	2615	50	99	3.9
	2724	42	88	3.2
	2844	44	79.5	3.0
	2854	39	74	2.1
	2865	47	89.5	3.6
	2876	46	94	2.9
	2887	40	75	2.8
	2903	50	91	3.7
	2961	46	95	3.8
	2978	38	71.5	2.3
	2993	36	65.5	1.6
	3026	35	82	2.7
	3043	48	84.5	3.3
	3062	39	70	2.4
	3072	45	78	2.9
	3077	46	88	3.5
	3085	45	95.5	3.9
	3135	44	84.5	2.2
	3146	31	66.5	1.3
	3197	48	89	3.6
	3216	48	83	3.5
	3225	45	56	2.0
	3260	49	86	3.4
	3264	47	88	3.8
	3269	50	97	4.0
	3278	37	69	2.1
	3308	46	97	3.9
	3408	36	57.5	1.0
	3473	50	94.5	4.0
	3478	45	75	2.6
	3487	49	89	3.7
	3492	49	91	3.7
	3533	48	89	3.6
	3558	37	84.5	3.0
	3578	38	86	2.9
	3628	36	91	3.3
	3661	40	63.5	2.1
	3663	43	90	3.4
	3697	37	65	1.4
	3717	47	75	2.3
	3775	43	71.5	2.6
	3782	33	80	2.1
	3826	40	76	2.2
	3837	40	73.5	2.1
	3839	41	91.5	3.5
	3848	48	77	3.3
	3864	35	94	2.9
	3868	42	94	3.6
	3883	48	88	3.6
	3907	47	91	3.5
	3921	42.5	85	3.5
	3928	45	80.5	2.7
	3931	33	74	2.2
	3936	50	89	3.5
	3939	40	71.5	2.3
	3971	44	81.5	2.8
	3976	31	54	1.3
	3978	37	75.5	2.0
	3978	50	99	3.9
	3985	49	97	3.9
	3990	50	86	3.6
	3994	45	73	2.2
	3995	48	91	3.5
	4029	50	93	3.9
	4031	47	94	3.9
	4043	49	90.5	3.6
	4050	50	92	3.9
	4054	43	70.5	2.1
	4073	44	91	3.4
	4084	49	99	4.0
	4099	50	92	3.8
	4129	42	71.5	2.2
	4131	33	59	1.4
	4139	47	80.5	2.9
	4196	46	93.5	3.6
	4202	47	94	3.8
	4220	33	62	1.7
	4229	37	55	1.3
	4236	43	88	3.2
	4241	48	79	3.5
	4246	41	88	3.4
	4256	48	92	3.8
	4319	44	95	3.9
	4342	43	71.5	2.6
	4354	45	89	3.5
	4358	45	79	2.9
	4362	50	99	4.0
	4367	42	78.5	2.8
	4387	45	90	3.3
	4406	46	92.5	3.8
	4416	48	91	3.6
	4420	33	83	1.5
	4427	46	97	3.9
	4481	42	70	2.4
	4513	48	94	3.9
	4514	43	91	3.7
	4554	45	92	3.5
	4592	50	96	3.9
	4696	34	72	2.0
	4705	43	92	3.5
	4716	45	99	3.6
	4756	47	88	3.2
	4801	39	70	2.3
	4824	49	96	4.0
	4839	46	96	3.9
	4898	42	74	2.6
	4924	45	52	1.5
	4961	42	69.5	2.4
	4971	46	84	3.1
	5022	45	90	3.3
	5050	38	93	3.1
	5219	47	95	3.8
	5223	45	77.5	3.1
	5231	43	91	3.8
	5232	50	96	4.0
	5237	42	72	2.4
	5268	39	81	2.9
	5273	44	85	3.5
	5278	47	85	2.8
	5301	29	59.5	1.1
	5317	36	66.5	1.8
	5331	45	90	3.5
	5367	50	93	3.8
	5369	45	77	3.1
	5373	46	95	3.6
	5373	46	96	3.9
	5381	48	95	3.8
	5421	49	87	3.4
	5461	36	64.5	1.5
	5477	46	100	4.0
	5526	40	85	3.1
	5547	46	93	3.5
	5596	48	93	3.8
	5635	46	82	3.4
	5639	47	92	3.9
	5671	48	96	3.9
	5672	43	73	2.6
	5688	47	95.5	3.6
	5720	29	69.5	1.2
	5764	49	97	3.9
	5765	43	89	3.4
	5774	35	85	2.8
	5787	43	45.5	1.0
	5805	49	98	4.0
	5816	38	74	2.4
	5848	42	82	3.1
	5851	40	87	3.1
	5864	42	73.5	2.4
	5898	40	76	2.1
	5901	47	97	3.6
	5950	44	71	2.4
	5964	48	92	3.7
	5966	48	99	3.9
	5969	43	71	2.4
	5984	33	77.5	2.0
	6010	43	81	3.1
	6046	48	87	3.5
	6049	20	65	1.3
	6053	43	80	2.3
	6056	44	85	2.8
	6146	46	92	3.4
	6162	42	80	3.0
	6201	45	85	3.1
	6204	50	97	3.9
	6303	45	85	3.3
	6316	34	74	2.1
	6342	45	80	2.5
	6379	46	93	3.5
	6384	43	65.5	2.2
	6398	39	83	2.9
	6426	49	93	3.0
	6475	34	60.5	1.6
	6484	48	90	3.9
	6499	40	80	2.7
	6566	47	90	3.7
	6595	45	77.5	2.8
	6602	50	92	3.9
	6737	45	95	3.9
	6761	49	97	3.9
	6769	46	83.5	3.1
	6789	46	96	3.9
	6792	44	86	3.5
	6806	39	56	1.2
	6881	40	94	3.5
	6888	45	96	3.4
	6906	40	67	1.8
	6947	50	97	3.8
	7114	46	74.5	2.7
	7140	43	84	3.3
	7145	29	50.5	1.1
	7192	49	88	3.6
	7313	42	78.5	3.1
	7339	46	83	2.9
	7361	45	72	2.8
	7390	50	94	3.8
	7477	43.5	87	3.2
	7487	46	80	3.0
	7534	47	78	3.0
	7547	41	91.5	3.7
	7550	49	89.5	3.1
	7559	39	43	1.0
	7564	46	75	2.6
	7639	43	86	3.6
	7860	48	98	3.9
	7870	42	83.5	2.7
	7903	48	93.5	3.8
	7905	48	92	3.9
	7924	43	86	2.9
	7935	47	97	3.9
	7935	48	82	3.0
	7988	41	73.5	2.3
	8022	42	84.5	2.9
	8030	45	92	3.6
	8036	50	98	4.0
	8065	43	88	3.4
	8112	47	98	4.0
	8119	44	56	1.5
	8122	48	87.5	3.3
	8139	46	79	3.2
	8147	39	78	2.6
	8190	37.5	96.5	3.3
	8200	50	82.5	3.5
	8230	45	89	3.7
	8231	45	82.5	3.1
	8263	40	73	2.3
	8265	32	67.5	1.6
	8278	43	82	3.1
	8304	46	83.5	3.1
	8322	47	97	3.9
	8324	44	87	3.6
	8342	43	94	3.8
	8360	43	88.5	2.9
	8375	50	72	2.6
	8385	39	85	2.9
	8395	44	94	3.5
	8398	41	92.5	3.7
	8447	42	86	3.1
	8458	42	74	2.2
	8471	44	83	3.3
	8506	44	94	3.4
	8540	35	64	1.7
	8543	48	94	3.9
	8544	46	84	3.3
	8559	46	84	3.1
	8560	47	96	3.9
	8569	33	79	2.5
	8570	45	85.5	3.1
	8591	50	97	3.8
	8616	43	92	3.5
	8618	44	72	2.8
	8637	48	78	3.2
	8638	50	81.5	3.6
	8656	39	77.5	2.7
	8717	46	84	3.0
	8727	38	61	1.4
	8730	49	89.5	3.8
	8739	38	66	2.3
	8795	44	70.5	2.2
	8849	44	81	3.0
	8865	45	86	3.4
	8878	44	71.5	2.4
	8970	45	92	3.4
	8989	47	72	2.7
	9014	50	96	3.9
	9021	47	84	3.3
	9022	48	97	3.9
	9032	42	81.5	3.2
	9033	45	90	3.7
	9050	32	87	2.1
	9058	38	84	2.7
	9091	42	96	3.8
	9162	27	54.5	1.2
	9163	49	88	3.4
	9170	48	96.5	3.9
	9185	46	87	3.0
	9211	49	88	3.9
	9253	44	84	2.9
	9258	46	83	3.2
	9259	47	87	3.6
	9271	39	64	2.0
	9332	41.5	91.5	3.0
	9341	40	82.5	2.5
	9371	42	84	3.1
	9377	40	82	2.8
	9384	21	66	1.3
	9416	39	65	2.2
	9428	38	69	2.0
	9450	37	77	2.6
	9474	44	90	3.1
	9500	42	63	2.0
	9507	48	85	3.5
	9508	46	92	3.6
	9557	48	75	2.5
	9561	50	94	3.9
	9581	37	86.5	3.1
	9673	47	83	3.1
	9688	42	79.5	2.8
	9712	44	74	2.5
	9741	46	76	2.9
	9742	42	82	3.1
	9783	46	87	3.6
	9806	39	67.5	1.6
	9811	44	98	3.9
	9819	45	89	3.6
	9855	44	79	3.3
	9876	39	72.5	2.4
	9882	50	93	3.6
	9886	45	92	3.4
	9974	48	97	3.9
	9999	47	88	3.5