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1. |
pretorik |
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161 |
2. |
markr |
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116 |
3. |
Gordon Weir |
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104 |
4. |
mbloomfi |
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97 |
5. |
Dennis Nazarov |
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96 |
6. |
zzz123 |
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72 |
7. |
Srikanta |
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56 |
8. |
lidSpelunker |
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53 |
9. |
SAMIH FAHMY |
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48 |
10. |
jkr |
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44 |
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1. |
denisR, mishik |
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236 |
2. |
alan, De_Bill |
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231 |
3. |
dddfff |
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228 |
4. |
kavfy |
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221 |
5. |
idler_ |
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106 |
6. |
akajobe |
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94 |
7. |
tolstyi |
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56 |
8. |
STARuK |
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42 |
9. |
vale |
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31 |
10. |
xandr |
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11 |
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The 40th anniversary tournament |
Algebra, arithmetic |
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Weight: 5 |
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Liked the puzzle: 100% |
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05.01.2010 |
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Once upon a time, grandfather Megamind told his grandchildren the following tale: On the 40th anniversary of their town, a soccer tournament was held in the central park. Five teams played with each other, 3 points were given for a win, and 1 point was given for tie. Each team earned a different number of points. The goal total was 40. But most curiously, a team placed higher scored fewer and gave up more goals than a team placed lower. Could such tournament really have taken place or is it possible that the old Megamind finally felt his age? |
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idler_ |
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Rating: 106
Group: Moderators
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