Lógica Computacional
Ano Lectivo 2018/19 - 1º semestre
Notas Finais
número	nota	Após	Exame de Recurso				avaliação	testes
aluno	final	Exame	Grupo 1	Grupo 2	Grupo 3	Grupo 4	contínua	teste 1	teste 2	teste 3	teste 4
41691	Ausente
41702	11						10.7	12.9	12.6	12.1	5.2
41794	Ausente
41875	10	10.3	12.7	10.1	8.3	9.4	5.6		7.5	4.8	10.0
47353	17						16.7	18.6	16.5	16.7	15.1
47363	15	15.1	13.8	18.0	15.7	13.0
47994	11	10.7				8.8	9.3	14.7	12.1	7.2	3.1
48330	11	11.1			6.2	9.0	8.9	14.2	11.0	10.2
48402	11						11.2	15.2	16.0	13.6
49284	Ausente
49545	Reprovado						8.4	16.2	12.5	4.9
49862	11	11.0		13.8			9.3	11.0	7.1	12.4	6.9
50118	12						11.8	14.9	12.4	8.4	11.5
50230	11	11.0		12.3	8.5	11.2	8.1	12.0	7.1	5.9	7.3
50319	Reprovado						3.8	15.0
50359	Ausente
50803	Reprovado						4.3	12.9	4.4
50837	Ausente
50859	Reprovado						2.7	10.6
51099	12						11.5	13.0	15.5	10.9	6.6
51105	Ausente
51143	11						10.5	11.5	12.4	9.3	8.9
51162	11						11.1	15.8	13.6	6.9	8.3
51721	10						10.4	15.7	10.3	7.8	7.8
51725	11						11.1	16.0	9.8	11.5	7.2
51731	14						13.6	15.3	14.6	11.8	12.8
51749	14						13.8	17.6	13.1	10.4	14.1
51861	Ausente
51879	12						11.7	14.2	11.2	11.9	9.4
51887	12	12.4	13.6	17.3	11.8	6.8	9.3	12.4	8.3	10.6	5.8
51924	15	15.1			15.2	11.6	12.7	15.9	17.9	10.8	6.2
51932	10	9.5				2.9	9.3	13.7	14.1	7.3	1.9
51980	10	9.5	11.4	12.1	9.2	5.3	5.0	11.5	8.5
52009	18						17.7	18.2	16.5	17.4	18.9
52092	12						12.0	14.0	10.5	12.4	10.9
52288	18						17.8	18.7	18.9	15.5	18.1
52289	11						10.8	15.6	11.8	8.0	7.8
52294	16	15.5				16.7	13.2	17.3	14.9	13.2	7.3
52295	11						11.1	12.6	10.6	10.0	11.2
52311	19						19.3	19.7	19.8	18.0	19.9
52315	18						17.8	19.1	17.5	16.3	18.1
52331	17						16.7	18.1	16.3	15.0	17.4
52337	19						18.5	16.8	19.6	19.3	18.3
52340	17						17.4	16.8	17.0	18.5	17.1
52349	18						17.8	16.5	17.9	18.2	18.5
52359	16	16.0		17.1		14.6	11.7	15.7	14.8	16.5	0.0
52360	12						12.0	15.2	10.9	6.4	15.5
52361	13						12.7	15.5	12.8	11.3	11.1
52369	12						12.0	13.2	11.2	14.0	9.5
52370	13	12.8	15.0	11.3	12.0	11.8	11.6	16.0	11.3	11.3	7.7
52388	15						14.8	16.5	15.4	14.6	12.7
52393	13						12.5	15.6	14.4	7.5	12.6
52396	10	10.1		13.6	9.5	4.0	8.4	13.4	11.7	8.4
52404	16	15.8			15.0	18.0	14.2	14.3	16.0	12.8	13.5
52405	15						14.8	17.8	15.9	15.1	10.5
52412	19	18.5			17.4		18.3	19.1	17.8	16.7	19.8
52420	19	19.0		19.0		19.0	16.2	19.4	14.3	18.4	12.8
52421	12						11.7	16.3	11.9	11.3	7.4
52422	14	13.8		12.0	10.3		12.7	17.6	15.5	6.0	11.7
52423	17						16.5	16.6	18.1	17.1	14.2
52509	11						11.0	14.9	12.5	6.7	10.0
52515	13						13.1	16.8	11.8	12.5	11.2
52532	13						12.5	17.1	14.1	13.2	5.7
52533	14	14.3	11.8	15.3	11.0	14.0	13.5	12.7	11.9	15.4	14.0
52535	12						12.3	13.0	11.9	13.3	11.2
52577	13						12.9	15.6	13.2	10.0	12.8
52580	12						12.1	15.4	11.3	10.8	11.0
52583	15						15.2	16.5	15.9	14.5	14.0
52584	17						16.9	18.2	17.0	15.4	17.0
52585	16						15.6	18.9	15.9	14.9	12.7
52596	17						17.2	18.9	17.5	17.0	15.4
52597	13						13.4	17.0	13.7	15.9	7.0
52612	11						11.1	18.1	12.4	14.0
52615	15	14.8				15.0	13.5	12.5	16.9	14.9	9.8
52636	16						16.3	17.9	18.9	14.7	13.7
52656	13						12.9	14.6	13.6	15.3	7.9
52676	18						18.2	16.8	19.8	17.3	19.0
52684	17	16.6		18.4		15.0	14.7	17.5	12.5	15.6	13.3
52686	16						15.5	17.3	18.8	14.5	11.6
52690	19	19.0		19.4	17.8	19.6	14.7	19.0	14.1	13.2	12.5
52698	17	16.5		19.1	15.2		14.1	19.0	13.8	11.0	12.8
52699	20	19.7		20.0	20.0		17.5	19.7	14.8	16.5	19.2
52701	12	12.4				9.2	10.1	16.2	15.0	9.1
52706	16						15.6	19.4	16.3	14.2	12.5
52714	18						17.7	16.9	16.8	18.3	18.9
52718	15						15.2	17.5	15.5	11.4	16.6
52720	15						14.6	16.4	14.1	12.9	15.1
52736	15						15.4	16.8	18.8	13.2	12.9
52748	13						12.7	15.3	13.4	11.9	10.1
52760	14						14.1	17.4	11.5	16.2	11.4
52765	19	18.5		20.0		19.8	16.7	17.9	17.3	16.5	15.1
52768	16						16.0	19.4	16.0	12.2	16.4
52770	15						15.3	18.2	16.1	13.6	13.2
52787	16	16.2		6.4	12.3		13.1	19.3	16.9		16.4
52794	13						13.0	15.3	14.8	12.6	9.1
52821	11						10.7	15.3	8.4	7.2	12.0
52822	13						12.9	15.9	13.6	12.5	9.4
52857	18	18.1		18.4	16.9	20.0	15.7	17.0	15.9	15.0	14.8
52858	13	13.3			9.0	15.2	7.3	17.1	12.0
52859	20						19.7	20.0	19.9	19.6	19.3
52862	14	13.5		10.9	10.3	12.2	7.9	19.4	12.1
52864	19						18.5	17.7	18.9	19.6	17.9
52868	17						16.9	18.0	19.0	17.0	13.8
52876	19						18.8	19.4	20.0	17.0	19.0
52886	10						10.0	12.9	10.5	7.6	9.0
52889	18	18.3		19.6			17.2	19.3	15.1	16.5	18.0
52890	13						12.5	13.1	10.9	14.3	11.9
52907	19						19.1	18.5	19.8	18.3	19.7
52910	17						17.0	16.8	17.1	18.1	15.8
52915	19						19.4	18.7	20.0	19.5	19.5
52916	18						17.5	16.1	18.8	17.8	17.4
52919	11						10.9	12.9	10.1	10.5	9.9
52938	12						11.8	18.0	12.8	10.8	5.7
52944	14						13.6	17.3	16.1	9.4	11.5
52954	13						13.1	17.0	8.0	14.3	13.1
52965	17						16.9	17.3	19.8	16.8	13.8
52967	17	16.8	15.0			19.0	15.3	15.1	17.8	15.3	13.2
52985	16						16.3	18.6	17.5	15.0	14.3
52991	10						10.2	16.7	9.0	8.4	6.8
53035	15	15.4	15.4	18.0	12.0	13.8	15.0	16.2	16.6	13.2	14.0
53042	13	12.9				9.4	10.5	17.9	14.4	9.9
53043	16	16.3			13.7	17.0	15.3	17.4	16.0	14.8	13.2
53044	16						15.6	18.0	15.8	12.6	16.2
53052	17						16.9	17.1	19.3	15.4	16.1
53055	18	17.5		16.2	18.3	17.0	6.9	18.6	9.1
53058	17	16.5			15.4	18.0	10.6	16.1	16.5		9.7
53070	16						15.5	17.1	16.0	12.2	16.7
53073	17	17.3	12.0	19.6			16.1	17.9	14.6	16.3	15.5
53128	19						19.1	18.2	19.6	18.9	19.6
53155	13						12.9	16.2	14.1	11.6	9.5
53176	10						9.9	13.2	11.8	8.8	5.8
53179	17						17.0	17.2	19.5	17.1	14.0
53193	13						13.2	16.3	16.6	11.0	8.9
53196	19						19.0	17.9	20.0	18.3	19.8
53197	16						15.7	17.0	16.8	14.5	14.6
53200	Ausente
53206	15						15.1	18.5	18.1	14.7	9.1
53274	17						16.5	17.8	14.4	16.7	17.2
53277	16	15.9				19.2	11.1	18.5	15.3	10.6
53292	19						19.4	19.5	19.8	19.6	18.7
53298	15						15.4	16.7	15.5	13.6	15.8
53301	14						14.4	16.9	14.1	12.1	14.3
53302	18						18.3	20.0	19.6	18.2	15.3
53309	19	18.8				20.0	17.1	18.0	19.8	17.6	13.2
53333	15						14.7	17.4	15.9	12.7	12.8
53349	16	16.3	14.7				16.3	16.4	17.5	17.7	13.7
53371	18	18.0			19.3	19.3	13.8	16.5	16.9	9.8	12.1
53389	13						13.0	15.9	14.1	12.8	9.1
53392	19						19.2	18.6	19.5	19.2	19.7
53400	13						13.2	16.7	11.8	15.3	8.9
53415	11	10.5	14.8	9.6	6.8	10.8
53547	11						11.1	15.2	11.3	11.0	6.9
53566	15						14.5	15.6	12.1	16.1	14.2
53568	17						17.4	17.4	18.9	16.6	16.6
53600	14						13.5	15.2	13.8	12.4	12.6
53607	14						14.3	18.2	15.1	11.8	12.0
53621	18						17.7	18.1	17.4	17.1	18.1
53647	15						14.6	17.3	18.1	15.3	7.6
53648	12	11.8	14.0	16.6	6.7		9.0	15.5	11.9		8.5
53649	17						16.6	16.8	18.1	13.7	17.7
53654	18						17.7	18.1	17.0	17.2	18.6
53657	18	18.3				20.0	17.3	20.0	17.6	15.7	16.0
53675	11						10.5	13.1	11.1	8.5	9.3
53682	19						18.6	19.7	19.5	17.1	18.3
53713	14	13.6				12.4	10.5	16.6	14.3	11.0
53762	18	17.5			19.3		16.2	17.3	19.1	14.2	14.4
54393	15						15.0	15.4	18.3	13.8	12.7
54440	Reprovado						6.4	15.6	10.1
54449	19	18.9		19.8	17.8	19.0	15.8	19.0	16.0	13.5	14.7
54471	11						11.3	11.9	14.4	11.9	7.2
54493	19						19.0	18.8	20.0	17.5	19.7
54530	12	12.1	8.0	15.2	13.0		9.3	14.4	9.6	7.6	5.8
54550	11						10.6	15.9	9.8	7.5	9.2
54564	Reprovado						3.2	12.7
54596	Reprovado	7.8	7.3	8.8	4.3	3.4	6.8	12.6	7.2	6.2	1.2
54713	11						11.2	17.2	9.2	11.5	6.9
54794	12						12.0	17.8	6.4	10.0	13.8
55903	Reprovado	8.9	12.5				8.5	10.8	7.5	8.8	6.9
56025	11						10.8	13.8	11.0	10.6	7.8
56295	Ausente
51065 *	17	16.5	14.7	19.4	16.0	16.0
* aluno apenas inscrrito para exame de melhoria