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**Example text**

Cr). 8) 2 G Zi \ conv#(p). There exists I G N such that 2 G Q(/) and there exists y G Zi n B(a(l + 1)). R(cr), there exist /c G N, to,- G Q(j) n B(a(i)), a,- G R+ U {0} for j = 1, 2 , . .

7 Lemma. Let E C I, H C I, M e Af, e

Since i G if, we have £ G cless£ so that £ G clessi? D densii. 7 implies that there exists z G E n i i \ M. (z) because z G I\M. 11) cannot hold and the proof is complete. □ 2. 12. 12) 27 let