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Eötvös Competition Problems
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48th Eötvös Competition Problems 1944
48th Eötvös Competition Problems 1944
1:36 AM
admin
1.
Prove that 46
2n+1
+ 296·13
2n+1
is divisible by 1947.
2.
Show that any graph with 6 points has a triangle or three points which are not joined to each other.
3.
What is the smallest number of disks radius ½ that can cover a disk radius 1?
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