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authorJure Žabkar <jure.zabkar@fri.uni-lj.si>2015-10-12 14:19:07 +0200
committerJure Žabkar <jure.zabkar@fri.uni-lj.si>2015-10-12 14:19:07 +0200
commit0a88716110994f789f764704a96791fdfb5fa288 (patch)
tree788c16ab578cf76eda358abc1d0587503d413a87 /python/problems/functions/friendly_numbers/sl.py
parent1a7678b37a25a76aeaef7ebb225f85406b19f928 (diff)
parent5a01c2bb184152c6ccc3c536e9b857d247bc55ad (diff)
Merge branch 'master' of ssh://212.235.189.51:22122/codeq-problems
Conflicts: robot/problems/introduction/forward/en.py robot/problems/introduction/forward/sl.py
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diff --git a/python/problems/functions/friendly_numbers/sl.py b/python/problems/functions/friendly_numbers/sl.py
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+# coding=utf-8
+import server
+mod = server.problems.load_language('python', 'sl')
+
+
+id = 233
+name = 'Prijateljska števila'
+slug = 'Prijateljska števila'
+
+
+description = '''\
+<p>
+220 in 284 sta prijateljski števili. Delitelji 220 so 1, 2, 4, 5, 10, 11, 20, 22, 44, 55 in 110.
+Če jih seštejemo, dobimo 284. Delitelji 284 pa so 1, 2, 4, 71 in 142. Vsota teh števil pa je 220.
+Napiši funkcijo <code>amicable_number(n)</code>, ki vrne prijateljsko število številu <code>n</code>, če ga ima, oz.
+vrne <code>None</code>, če ga nima. Primer:
+<pre>
+>>> amicable_number(220)
+284
+>>> amicable_number(222)
+None
+</pre>
+</p>
+<p> Uporabite funkcijo za vsoto deliteljev!</p>'''
+
+plan = ['''\
+<p></p>
+''',
+ '''\
+<p></p>''']
+
+hint = {
+ 'final_hint': ['''\
+<p>Program je pravilen! <br>
+</p>
+'''],
+}