San Diego Math League |
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SDML II |
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2012 Winter
Competition |
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Middle School
Division |
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January 21,
2012 |
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Perfect Score =
31 |
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15 |
+ |
16 |
= |
31 |
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First |
MI |
Last |
ID |
A |
+ |
B |
= |
Total |
Eugene |
|
Park |
|
15 |
+ |
14 |
= |
29 |
Tristan |
Serles |
Pollner |
|
15 |
+ |
14 |
= |
29 |
Eshaan |
|
Nichani |
|
15 |
+ |
14 |
= |
29 |
Jonathan |
|
Xia |
|
14 |
+ |
14 |
= |
28 |
Jason |
|
Ke |
|
14 |
+ |
14 |
= |
28 |
Aaron |
Wen-Rui |
Tsai |
|
14 |
+ |
14 |
= |
28 |
Bryan |
|
Hu |
|
15 |
+ |
12 |
= |
27 |
Bhairav |
Peri |
Chidambaram |
|
13 |
+ |
14 |
= |
27 |
Yan |
|
Tao |
|
14 |
+ |
10 |
= |
24 |
Zechariah |
Kai |
Zhu |
|
14 |
+ |
10 |
= |
24 |
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|
831 |
13 |
+ |
10 |
= |
23 |
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|
939 |
11 |
+ |
12 |
= |
23 |
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|
1039 |
13 |
+ |
10 |
= |
23 |
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|
1110 |
13 |
+ |
10 |
= |
23 |
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|
851 |
14 |
+ |
8 |
= |
22 |
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|
876 |
10 |
+ |
12 |
= |
22 |
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|
1174 |
13 |
+ |
8 |
= |
21 |
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|
829 |
14 |
+ |
6 |
= |
20 |
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|
864 |
12 |
+ |
8 |
= |
20 |
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|
1049 |
14 |
+ |
6 |
= |
20 |
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|
1189 |
12 |
+ |
8 |
= |
20 |
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990 |
13 |
+ |
6 |
= |
19 |
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1045 |
13 |
+ |
6 |
= |
19 |
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1048 |
11 |
+ |
8 |
= |
19 |
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|
1136 |
9 |
+ |
10 |
= |
19 |
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|
855 |
14 |
+ |
4 |
= |
18 |
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|
868 |
12 |
+ |
6 |
= |
18 |
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|
921 |
10 |
+ |
8 |
= |
18 |
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924 |
10 |
+ |
8 |
= |
18 |
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|
1057 |
10 |
+ |
8 |
= |
18 |
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|
1085 |
10 |
+ |
8 |
= |
18 |
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1176 |
12 |
+ |
6 |
= |
18 |
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907 |
11 |
+ |
6 |
= |
17 |
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1132 |
13 |
+ |
4 |
= |
17 |
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863 |
10 |
+ |
6 |
= |
16 |
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926 |
10 |
+ |
6 |
= |
16 |
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929 |
12 |
+ |
4 |
= |
16 |
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973 |
8 |
+ |
8 |
= |
16 |
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|
986 |
8 |
+ |
8 |
= |
16 |
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|
1031 |
8 |
+ |
8 |
= |
16 |
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|
1108 |
12 |
+ |
4 |
= |
16 |
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|
910 |
9 |
+ |
6 |
= |
15 |
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|
970 |
11 |
+ |
4 |
= |
15 |
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997 |
9 |
+ |
6 |
= |
15 |
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1032 |
9 |
+ |
6 |
= |
15 |
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1075 |
9 |
+ |
6 |
= |
15 |
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992 |
8 |
+ |
6 |
= |
14 |
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998 |
10 |
+ |
4 |
= |
14 |
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1121 |
10 |
+ |
4 |
= |
14 |
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1122 |
8 |
+ |
6 |
= |
14 |
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1183 |
10 |
+ |
4 |
= |
14 |
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W001 |
10 |
+ |
4 |
= |
14 |
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1199 |
7 |
+ |
6 |
= |
13 |
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837 |
10 |
+ |
2 |
= |
12 |
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923 |
8 |
+ |
4 |
= |
12 |
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959 |
8 |
+ |
4 |
= |
12 |
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989 |
8 |
+ |
4 |
= |
12 |
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1054 |
8 |
+ |
4 |
= |
12 |
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1139 |
6 |
+ |
6 |
= |
12 |
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1180 |
8 |
+ |
4 |
= |
12 |
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1195 |
6 |
+ |
6 |
= |
12 |
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M003 |
8 |
+ |
4 |
= |
12 |
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W002 |
8 |
+ |
4 |
= |
12 |
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834 |
9 |
+ |
2 |
= |
11 |
|
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861 |
11 |
+ |
0 |
= |
11 |
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|
1106 |
6 |
+ |
4 |
= |
10 |
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|
1178 |
8 |
+ |
2 |
= |
10 |
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1181 |
8 |
+ |
2 |
= |
10 |
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1184 |
8 |
+ |
2 |
= |
10 |
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1197 |
8 |
+ |
2 |
= |
10 |
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869 |
7 |
+ |
2 |
= |
9 |
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|
966 |
9 |
+ |
0 |
= |
9 |
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|
1089 |
7 |
+ |
2 |
= |
9 |
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|
1140 |
7 |
+ |
2 |
= |
9 |
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|
913 |
8 |
+ |
0 |
= |
8 |
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|
1079 |
6 |
+ |
2 |
= |
8 |
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1080 |
8 |
+ |
0 |
= |
8 |
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M009 |
8 |
+ |
0 |
= |
8 |
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1058 |
7 |
+ |
0 |
= |
7 |
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987 |
6 |
+ |
0 |
= |
6 |
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1190 |
4 |
+ |
2 |
= |
6 |
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965 |
3 |
+ |
2 |
= |
5 |
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889 |
4 |
+ |
0 |
= |
4 |
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|
1107 |
4 |
+ |
0 |
= |
4 |
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1128 |
4 |
+ |
0 |
= |
4 |
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1059 |
3 |
+ |
0 |
= |
3 |
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