20210429 12471800 1.0 TRUE Kallioperän heikkousvyöhykkeet heikkousvyöhyke kallioperä Kallioperän heikkousvyöhykkeet. Aineisto soveltuu käytettäväksi yhdyskuntarakentamisen suunnittelussa mittakaavassa 1:50 000, sekä suurten infraprojektien lähtöaineistona projektien... <DIV STYLE="text-align:Left;font-size:12pt"><P><SPAN>Kallioperän heikkousvyöhykkeet</SPAN></P></DIV> GTK 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