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K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜〜D∿Ł∿U∿Ż∿S∿Z∿E∿ ∿Ż∿Y∿C∿I∿E∿ ∿K∿A∿Ż∿D∿E∿J∿ ∿P∿R∿A∿L∿K∿I∿ ∿T∿O∿ ∿K∿A∿R∿B∿O∿L∿ ∿G∿Ó∿W∿N∿O∿ ∿S∿Ł∿O∿N∿I∿A∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y∿ ∿T∿A∿Ń∿C∿Z∿Y〜
Powrót do góry

garnuszkowiec 2,5x2 · Gość

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