| 98bd626beb4a14f69f2567aad05b5a24 |
68.8975 |
65.5 |
72.6667 |
Aprovado |
| 19e59ed95fc09334dc275fd799d94e64 |
36.1556 |
39.5 |
33.3333 |
Exame |
| 2d58de76e45b8740f28381d7367f0833 |
85.5394 |
81.5 |
90 |
Aprovado |
| b6169e15c53e3dbe99bac9a82d2de8d0 |
85.0342 |
81.5 |
88.8889 |
Aprovado |
| cfd8f27c2eaa5992992064382d4078bb |
89.441 |
90 |
88.8889 |
Aprovado |
| cba49b0701b1ae5456bdfa2012b4f08d |
60.845 |
51.5 |
74.3333 |
Aprovado |
| 00d763775745a45eb45ae6af491b8133 |
88.6648 |
91.5 |
86 |
Aprovado |
| 822c17a2a3883a1f91754a1d27808774 |
58.8235 |
62.5 |
55.5556 |
Aprovado |
| 752e5afaf86506abba6f8018bc0a173d |
84.7262 |
73.5 |
100 |
Aprovado |
| 9a7b34fb21ba3bfc7f9d88fce151f904 |
23.5294 |
25 |
22.2222 |
Reprovado |
| 5d3f5863ddf0ab396ab305b501d53520 |
85.0342 |
81.5 |
88.8889 |
Aprovado |
| 863569698b97a04f7daa9d644d3c11ac |
10.6452 |
7.5 |
18.3333 |
Reprovado |
| 4a50dd2c855336fc22d73568cc2cc7c4 |
75.4166 |
75.5 |
75.3333 |
Aprovado |
| aec40374ae85c4760655582af4697bb9 |
54.7909 |
40.5 |
84.6667 |
Aprovado |
| d34436e46261cc0bc0db6dc26d6d4dc5 |
57.6338 |
46.5 |
75.7778 |
Aprovado |
| 4e4611972bf2c45c620bc2c6c031694b |
79.55 |
74 |
86 |
Aprovado |
| f6e9d45df3a9aa5cb50c497c77c5cf04 |
78.8196 |
75.5 |
82.4444 |
Aprovado |
| 313899df9ef039e7ff51f29c5c9c398f |
0 |
0 |
0 |
Reprovado |
| 06c08842817755c88688e14bd28deed9 |
89.162 |
84 |
95 |
Aprovado |
| 9b58e85d232feafd514761997a89b519 |
10.3024 |
47.5 |
5.77778 |
Reprovado |
| 07facb0b956bfe7f06882d3feeb192df |
77.8449 |
64 |
99.3333 |
Aprovado |
| 50d7d38c07ca2f75d7f9e07fe08e1c4c |
78.9437 |
71 |
88.8889 |
Aprovado |
| b9b7907e8db445050089203569f9fcde |
74.3192 |
66.5 |
84.2222 |
Aprovado |
| 855654d4cc28d3c4a6d21d27b240925f |
56.1317 |
77.5 |
44 |
Aprovado |
| 721fcfcecb0d2cdea404d59bce094847 |
61.1511 |
68 |
55.5556 |
Aprovado |
| d9d367524023a4aa57e4bb72e9c3fe59 |
92.4453 |
97.5 |
87.8889 |
Aprovado |
| 9e3c3a44735c859f95df1e0500c1247f |
83.5914 |
73 |
97.7778 |
Aprovado |
| f8a98514c8fe740c5144a4d8ebe1256d |
54.3689 |
70 |
44.4444 |
Aprovado |
| 075e18ad684fcb55ca143cc7ff5010dc |
22.8866 |
18.5 |
30 |
Substitutiva |
| 5329b76c69d5d94a0dd2dd050ca6b15c |
90.7104 |
83 |
100 |
Aprovado |
| 5a5f4bf3bbbcafa2535c3d970b826eb1 |
48.1313 |
33 |
88.8889 |
Exame |
| d1b6a469d8ed7a374508868a06628155 |
91.3043 |
84 |
100 |
Aprovado |
| 0deb054f93c9b92753873cfb88973de4 |
52.9196 |
45 |
64.2222 |
Aprovado |
| 4a24376dadaeb0acdf3eccdc30330407 |
17.0435 |
14 |
21.7778 |
Reprovado |
| a522c4053e9f7707fc5ede1dde5f98b3 |
86.8262 |
81 |
93.5556 |
Aprovado |
| 1371a2175554a1b2b8dd4e5663d6e550 |
79.0747 |
71.5 |
88.4444 |
Aprovado |
| 6914058c97412e3935f7a7157997984c |
85.5165 |
96.5 |
76.7778 |
Aprovado |
| b5943678df2da8043941cd537a29c9b3 |
41.3486 |
33.5 |
54 |
Exame |
| 27fbf172b8bde8adf983d741d6d69753 |
26.5074 |
21.5 |
34.5556 |
Exame |
| aeaae24ec95a9a722a8c46ff9df5a560 |
61.9469 |
70 |
55.5556 |
Aprovado |
| d7da43d62af463677a8df7fe4ddc4bdf |
89.7616 |
94 |
85.8889 |
Aprovado |
| 087221eb49a27871e9b4ffe7e379c3a8 |
57.7539 |
47 |
74.8889 |
Aprovado |
| 42beda54a3e766451a4ebe27d486fa1a |
76.3568 |
67.5 |
87.8889 |
Aprovado |
| cfebd82060f3d43a9776d41aa2e56ac9 |
86.2435 |
85.5 |
87 |
Aprovado |
| 735079983580ca15ada4054b2e05bac6 |
55.2687 |
43 |
77.3333 |
Aprovado |
| 9220d7a1a1e20da0e242f4c5293e7e9a |
6.89655 |
5 |
11.1111 |
Reprovado |
| 931e99e8eabe869bee1ce9154da6dca7 |
95.6397 |
92.5 |
99 |
Aprovado |
| 81ac763f49c2b7f36102c30a7c8449db |
74.0929 |
85 |
65.6667 |
Aprovado |
| b258615ab69bb74cda3601fa9147919d |
28.2569 |
17.5 |
73.3333 |
Substitutiva |
| b5d1b881502f198dde245820e85abbf7 |
83.8335 |
79.5 |
88.6667 |
Aprovado |
| 53eab6d940668713d59ad97168db63f1 |
13.5087 |
8.5 |
32.8889 |
Reprovado |
| bd91bf512a29720aaeccbfb211f5f6ce |
17.0111 |
10.5 |
44.7778 |
Substitutiva |
| 06262c829bf4fe6006321cc868985973 |
0 |
0 |
16.8889 |
Reprovado |
| 49358e105eb948545afffb15986fcc61 |
99.4975 |
99 |
100 |
Aprovado |
| a283e36fa0d5cf0a40e63a9d2401d4cc |
80.58 |
74 |
88.4444 |
Aprovado |
| d07632223a3ba2b0af824e32c81e03aa |
87.1541 |
77.5 |
99.5556 |
Aprovado |
| 1110df2e5363fd46f3bed01d183719cb |
65.0418 |
66 |
64.1111 |
Aprovado |
| caed3eedf15e8c55ddffde5f08b68be2 |
60.4509 |
47.5 |
83.1111 |
Aprovado |
| 0883417090da1f62f2d157ab2fd93897 |
88.0169 |
81.5 |
95.6667 |
Aprovado |
| bb9db5c1a4c4600ca080f7e270d4bad5 |
69.4461 |
73 |
66.2222 |
Aprovado |
| d037e60e3fd6b842b215acea27ac82d3 |
92.0759 |
95.5 |
88.8889 |
Aprovado |
| 5fe443c4ee18711cf47544f8caa6597f |
71.946 |
61.5 |
86.6667 |
Aprovado |
| a4e367d802883b93b830ff7b6f8880cd |
20.191 |
18.5 |
22.2222 |
Reprovado |
| 771cf4eb1a4d1873cb9d1abe9dbb54ef |
47.7481 |
39 |
61.5556 |
Exame |
| 21a2cbd2fb51ffa0770cb13f0d81dd83 |
96.1039 |
92.5 |
100 |
Aprovado |
| 8842026e963e4b0d804c215443ed1424 |
51.244 |
60.5 |
44.4444 |
Aprovado |
| bcdb44c3db85bdc35caf8c6c52c4be24 |
82.9518 |
81 |
85 |
Aprovado |
| 9940105b456da7aa1808b883d8dc80a6 |
35.349 |
23 |
76.3333 |
Exame |
| db58b99ab2f1b8134bf18bfbba0f6b85 |
77.3515 |
76.5 |
78.2222 |
Aprovado |
| 3f9bcd49ca3b1f320e20336a36de3b0c |
70.4113 |
68 |
73 |
Aprovado |
| e2fbce434504d39604b870a73c94be50 |
80.2091 |
74 |
87.5556 |
Aprovado |
| 4bea3ef4b73c285115651d67d5e0222f |
59.2627 |
63.5 |
55.5556 |
Aprovado |
| 480ed30fd94fa8b20f439ccac25901cd |
57.0963 |
41 |
94 |
Aprovado |
| d547477fa2d54a12455db1f276e898a6 |
28.9401 |
20 |
52.3333 |
Exame |
| 87cdfeeea103a17e025390eaa8fae241 |
15.6147 |
10.5 |
30.4444 |
Reprovado |
| a05840941122cbb0c6874d1acfa60fb2 |
95.0111 |
93 |
97.1111 |
Aprovado |
| 75a704ba1a62c374b3121994acd42e22 |
0 |
0 |
33.3333 |
Reprovado |
| 56ac407bd0b6edcd82beba41e78f5f38 |
47.2167 |
42.5 |
53.1111 |
Exame |
| 565c67591027df37f5dcc60c3669fd00 |
90.8527 |
86.5 |
95.6667 |
Aprovado |
| d05f38c1f542274d9e5673ccc5643c27 |
54.5191 |
70.5 |
44.4444 |
Aprovado |
| 4140a750dddc9b65ca61a94b66102bf7 |
76.6518 |
69.5 |
85.4444 |
Aprovado |
| fd26ce577b7e50fdfb2c1e6c969cc152 |
28.0102 |
45 |
20.3333 |
Exame |
| 8f09eea68818700d42704d2a6efe987e |
53.5864 |
45 |
66.2222 |
Aprovado |
| c3fabca275637cd84c6db3ad856a3c4e |
65.0448 |
63.5 |
66.6667 |
Aprovado |
| 21ca3f55335d32594326689ad11edf16 |
86.0399 |
75.5 |
100 |
Aprovado |
| 29744f4c6c272a0d9806ac61f17960a3 |
69.4611 |
72.5 |
66.6667 |
Aprovado |
| a7d90d25b3adfa64871d44b4e40de872 |
61.3524 |
68.5 |
55.5556 |
Aprovado |
| 9eecc13085a5ed0c10fee9b374da94c9 |
77.3006 |
63 |
100 |
Aprovado |
| 9dae91e49ce691d28e94475a972fb463 |
96.8481 |
100 |
93.8889 |
Aprovado |
| a3b410c332da20d6f3a1a449dee29b89 |
36.3045 |
36.5 |
36.1111 |
Exame |
| d511508e4ebad409e35a1f591f4deee5 |
83.871 |
91 |
77.7778 |
Aprovado |