demokritos.gr MIIDLDCCAhSgAwIBAgIVALxnNk/iLXAEN6bKpJarNog5IEulMA0GCSqGSIb3DQEB BQUAMBsxGTAXBgNVBAMTEGlkcC5hcmlhZG5lLXQuZ3IwHhcNMTAwNjIxMDc0MDU2 WhcNMzAwNjIxMDc0MDU2WjAbMRkwFwYDVQQDExBpZHAuYXJpYWRuZS10LmdyMIIB IjANBgkqhkiG9w0BAQEFAAOCAQ8AMIIBCgKCAQEAm10a9mhvZaiyx2elikDtNwHq rO/aDSi53RrzZ7ttRuM2TIglp/9EBFAPKF1M6Xl+0u3omIm++llqs4NU/siqQb4f eg2jp5AlvS0Y7nv5VIedxPaQj9VnlFF2m4pTRTCc4dH26PT0I0dJVNx3q3RVW9+i NRqmtDrS/u3ycSjwEIePbnBiomwxqTp3FU804kpK9YQ9FhM26vs02VmCvxkDCoDh 9Q04E1SYhArgX3PsyQf+U8UpIjihroMqDtqUUiGBerxWtj74UzYEkOu33UBgXoS2 TR9fPZTtzChvHpJ7yfz42pBGjLdiDn2h+7thOhfnXlEIqugFyLH8QdEnG5ENYQID AQABo2cwZTBEBgNVHREEPTA7ghBpZHAuYXJpYWRuZS10LmdyhidodHRwczovL2lk cC5hcmlhZG5lLXQuZ3IvaWRwL3NoaWJib2xldGgwHQYDVR0OBBYEFIx052YHyolu Kv/orpOISSGGtLSaMA0GCSqGSIb3DQEBBQUAA4IBAQAQEzLt4f9b1idlxXeY7QlA DJ/Sz6PYV7ZLuI6WgndCMdToHFX2KA13JbQ0lSUz5q/MHbG8i30qu4EFAMSnPVA/ dc2ziwYL0RnuGmjSdr0KZze6jtE29iU/Lfru4jFU/Fw1Gtr6I4xKOmHeaRhVxdjv hafAvNUWVTKfGiFW7s7fI9N7L3RAMrJncqDeZZM7pw2Ade/JnLVCED9lbRB5HXsV PQeV5TE2rBwMS6hsjSo+C2/BkOAjGoGO3dpiHZBcOFAi6r/Ig03JjIFUL7xN0yYH VOeb9+qOojXunPrN/2skpWXv/1x0bwMDDIZqXQMQHQHjmKiK3k13OETi/EZTbwmE urn:mace:shibboleth:1.0:nameIdentifier urn:oasis:names:tc:SAML:2.0:nameid-format:transient urn:oasis:names:tc:SAML:2.0:nameid-format:persistent mailto:harisk@ariadne-t.gr Charalampos Koutsouris mailto:noc@ariadne-t.gr Ariadne-t NOC +30-210-650-3125 http://aai.grnet.gr/static/policy/policy-en-1.1.0.pdf http://aai.grnet.gr/static/policy/policy-el-1.1.0.pdf demokritos.gr geo:38.0028,23.8302 143.233.0.0/16 The National Center for Scientific Research Demokritos (NCSR Demokritos), multidisciplinary research center of Greece Το Εθνικο Κέντρο Έρευνας Φυσικών Επιστημών «Δημόκριτος» - ΕΚΕΦΕ «Δημόκριτος». Πολυκλαδικό ερευνητικό κέντρο. NCSR DEMOKRITOS ΕΚΕΦΕ ΔΗΜΟΚΡΙΤΟΣ http://www.demokritos.gr/ http://www.demokritos.gr/ 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