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HEAL-Link Federation - Identity Provider (IDP)
Ομοσπονδία HEAL-Link - Identity Provider (IDP)
HEAL-Link Federation - Identity Provider (IDP)
Ομοσπονδία HEAL-Link - Identity Provider (IDP)
http://www.heal-link.gr/aai.php?lang=en
http://www.heal-link.gr/aai.php?lang=gr
HEAL-Link
lpisp@heal-link.gr
HEAL-Link
aai@heal-link.gr
athenarc.gr
athena-innovation.gr
imis.athena-innovation.gr
ilsp.athena-innovation.gr
ceti.athena-innovation.gr
isi.athena-innovation.gr
Athena - Research and Innovation Center
Αθηνά - Ερευνητικό Κέντρο Καινοτομίας
http://www.athenarc.gr/en.html
http://www.athenarc.gr/el.html
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ceti.gr
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Athena - Research and Innovation Center in Information, Communication and Knowledge Technologies
Αθηνά - Ερευνητικό Κέντρο Καινοτομίας στις Τεχνολογίες της Πληροφορίας, των Επικοινωνιών και της Γνώσης
Athena - Research and Innovation Center
Αθηνά - Ερευνητικό Κέντρο Καινοτομίας
http://www.athenarc.gr/
http://www.athenarc.gr/
Research Center Athena - Institute for the Management of Information Systems
mailto:staff@imis.athena-innovation.gr
Research Center Athena - Institute for the Management of Information Systems
mailto:staff@imis.athena-innovation.gr
asfa.gr
Athens School of Fine Arts
Ανωτάτη Σχολή Καλών Τεχνών
http://www.asfa.gr/
http://www.asfa.gr/
eclass.asfa.gr
dasta.asfa.gr
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Athens School of Fine Arts
Ανωτάτη Σχολή Καλών Τεχνών
Athens School of Fine Arts
Ανωτάτη Σχολή Καλών Τεχνών
http://www.asfa.gr/
http://www.asfa.gr/
Minos
Matsakis
mailto:minos@asfa.gr
Athens School of Fine Arts NOC
mailto:noc@asfa.gr
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http://refeds.org/category/research-and-scholarship
http://www.geant.net/uri/dataprotection-code-of-conduct/v1
https://refeds.org/sirtfi
auth.gr
Aristotle University of Thessaloniki
Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
http://www.auth.gr/
http://www.auth.gr/
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jABjA2i349UeVgL0ELim0R/h+CQMJGErtP69DA7HHZkYj5RJ0PC34WOatYanjnr38FZhECCSzBDKFCQGK+lfDZ554DbASBhBMmsMclQN3VFUsNIqEgKSkRGVJI9zrVhYsLPB4v/CexaOjq1atosqh/3759YjE4jYO4LVu2DCnZ5cuXDQbD0NBQqCeirw+7ZGdnP/LII1BImUx24MAB+FKdThfP4QTDA+XEDFJ8arPbh4aGo8/BZDT5AwFKuHK4UKfLBdLASVdXF6qCABLFkPgBy+7u7tBU7GBc2602JpPFoONUWcgeIXcqVVpZeRkUNzrfHBwMjWEAufePHDl27JjFYuXEx4elOzBfOWHscc74stWvXcLbDv95Oym3HAGB7phnnM5yhVSkuQOAiZkYIMED0oRckeATuBLuEYIZyfpmHGD4rsl3eAvri6OA/NnUnJ2VBQaQ6MwrgdEKfLsr4nMXOqLVxuJI4QzjKJT2js5bbR0CQXKKWESlhLwlMIgLz0eD3wNguLgQnhB4g8zi4mLghGKEq4RSoRgKgDRoJvLA0AJ8LheVoCJUODSiW5sUmobGoNOxl/XObyYYFwTzNDq9paW5t6f3k08+2blzR3KyIOD3t7d3iMUpyWFZxhFxOmAMsP3k4MHR0VHIrFwul0hSbt5shhk1Gg04Op3OiKSadXXXADYuGRDAvXv38PmJOBBOILw4mfrgIQyZUvObeCzh71iZfBDCWDP6qnuaE76ZlFnNIMXhCBmMaNpdIWeVgDqiWAhI13j+lsqer/EGAkt3cBrfA9plV1h2TlVVwSJG28X739tJTHomjHFM/18WSy6TNjY132y9tXplGd5y+Yn+gUH4QMKOotWiqtra2iVLlkDc+vv70aBh8yBuaN96vR7//fb29qKiIhRuaWlBYWKGCpK60Gp3my0Yzhiln480AACgcofZo1BdTlcwGEDFC3MW6vUGwIbKcRGBU21vb4PGgvNw/xAb6pqXt0ihCOV+Hq8H9hhnuGZNqP00NNxAThhZdG82jzKZbIfDzuPxL128iJpx5jg0lUIJBIP+8FVm7u3ozBa/GzxdxMiEe/pLLoSMzNm0GKt/XHB4tMlljU+XRlLB6PJ3ddU8qIDhfPLAgUMvvIA8EI8HQt3sg06jiUXC7p5emTTECRwgnoc0GjxXVlZmZGQgLz1z5gxB18MPPwwNAWxo9wsWLAB7165dW716NfbCRxBJqBN8I/YtLS0FNv29vTB+SPASwwsUIY1UKoUwhJFA/kmhUgBtQUHB9763BzsmJiZCV1E5rgVmsxkcEiUrK9dD6Ij7OwUC/va2NvDv84WYx0VBpVLl5xcQJUPLKXp6GAx6YmJSenp6bl5eU2PTa6+9plZ34UDBQIA6nTvi0KeDxFds5fuU2DOpvEn6EmZtROeKwJd/85vxDBZRVAQVIsYPiAnWX6E/RHqaynbilNmMzCoxP3/RmU8/vV5fv3HTpq3hzqGV4YgLT/vC8xNPPBHZcf369bdZSkrKzc2NvF2xYkVnZ2dffz+NzlhVXjZuER0OyBEM5B0WOivT43F7PV6ik0ajGczMzIQSKhRKVAjtunDhAoPBxGtQnZOT09Z2C193IBDo7w8Nh0AV4TP1el129nj7hy+tqjrpdnsA6rZt28PdvO2pitSCxQWQ7tBNcajUpLA9nnsl5NLv9x2ZZKzC2ew+5XooT8Aa48b7H5HxiRdfegmPHTt2TBwA/KoEjGNmRtql8LSygoLFcJsN9fWasBjOJmpCXVPBouLivNyFxJah4RFkngq5PLoYkfXZHXbwBqKMJmNNTQ3MLRLL1avXDA4MgMkrl2uamhpha5FwIhvs7e0RCITp6Wkog12AJXwukxnq+xkcHIQ8QhXjgkGIKtGfFPAHlEoV0MWFEpWw49kTV0XODYQ82v2+a+gs7WjEhRKZ4cSwfD58QqjfeMIWsLkDtgfbatVdXYT5BHuRzsmvbjjsjkW5OSkp4mNVn0okkoqKCli+48ePz6ZOMHz69Glkf7t27oxsHNRolKny6PH0uPCUTjY73mg0wlIio9uwYSPoIrp8AOfWRx/t6lILhMLOjk64Yrvdvnz5isOHD7e0NBcXl+zYueP69eu/fOmXyBkhp729vXAoDocDLzKzskAdcSbJgmSYZ6/HA7keGR7GUZJjHqmPm+60tVlK0zQJzJrlLdiI3sjQBdJdP2kBYnukWCQVvFf5+xa2z/vNE7gxfQNzcvex+QsaneZ0ukqXlbBZzNNnL6zfsBEnfOzo0ebm5hnX+dd33rFarQ899FBe3rhHNZpGbXaHcrIFvtArn9fncrlCjnRoqLW1FUrY3a0O3R5GqcJFoaene9Q8ajDoz507i9fI9Ewm0yuvvPLkjw7871/9Ctb03LlzJ09W1dZeGRkZhnguXrwYOernnU/MFStKQy/YbGLJL2SQx+PNF4Rp8eUz+8rkrMJlSfvxiGXqNhELOBtm/+fPTdhCiNvEofbILLbIWIKcNb6sZuI4HmqYPzKfPHCAWFgUyfSIaVkI7YTOGFyJJyaExCpVQkLv+giJ5aQ9OtLwLjbb/dB8Tnw80dtR+dAaPo/b1dO3aEkhjUpBcqvT6WZQ4dFPPqmurubyeDt37YpsrL/RuCArY9J7BKekpDCYDL1OB5xWrarYvGXLrVutBoOBwLKkpGTFijLIF8gBe3/769/wAk71Jz/58ZYtW15/441du3fRaFRIIr6u7OwF23fsLClZGqlcJBLzw/eqCXkuvYHOYMhk8mndCW56QxRp7JVwpLFPwr4NIbuQwK8uNLc7pjlrC+cIQmK8npgvFhmvJ2bMEDJYyL09nl7I242PAGe1+ffRhZts795Pj4rUAi60sbERvAEwYogcLH1w5MikXTJEnw0xETQrO5vIHoHrkSNH7jWqjvpRITEHjhgPROFI38/cRmIiP3Iv7dLlS7U6PazdrdYWiBJ05vl/+RepVBp7befOnv3zn/+MFz/60Y+QsBEbe/v6x8YsgHxyKabRBAIBqDt58kRcEMocuqmhx+2xjFlaW1uQ7yFN9UMb1d0eryd7QVZqqgIUIZn8/r59caElvOUXL15MS1Ndu3atsrKyvv460ROLjDQMGyV8CKrdZuNyeYB5ujfnnvY4YTF/38XRV6a7F8AbcofYM3q6YiNw41zdDniz6NfEzDViLvVdHaGVgp9Gd4cCPIOnk5hcFl0YNBIj+/eNw4NPPfXzQ4fACTE+EdkOYIDKRBS379gBnHCphrxET/h8Yv/+uwYY7yof6YMlDjov15SEBOCn0xuIhYWSFPG2rd9enL/o1cP/F57wF7/4xcGDB2Hwpu7udrvfeeedTz7+KBAI7tmzB16U2A78Prt8tXLdmi8YIl+4MGd4eEQkFLFYLKfLGbrtNzt0J186jQ6IvF5fydKlzc0tFy6cx3fidnsuVV8ixtwhnl6vFxdEvE2VpzKZzNaWFplcrlQqwTZcLoVKwQuPxzNqGgXDhUXTTtmmvbIeeMxgrAIyuCzxCTwW86ae7gj8yhKfnKsWAH6+m3K4Iunp6OmaSP/A22OS/5w4JAho8dFdZO6WvBkxq/dnDAPi8Mrvfhc9OxT4vfjSS88+91yM5aFpv7tzy8Ty0boHbczOmq9RKEWqrFN9x68DZWdl/uyFFwoKFg9pNLjc4MLR19d3z64dh+P8+fPPPvPMJx99RKHQfvjDf/jenj3jvWsW67GTp5YvLZJKvuhO2IAnJyfHYrXAxCJFRLKNxA9aB87MZjOE7syZM8CpvHzlsqXL2Cx2c9PNpsbGhoZ6tbqro6Nj1GQqKikGbEB0VcVqgUA4MDAAOIUiUUJCAuyu0+Hk8fl4m5SUPN0vZyY3ehp2Nx0zPBNrFyVdGj1zzeobmfJeT2WJPy7gbvuy9S4QDhZIPy47EkfGdDtInc6jJ05t3ljJu7OrCVkZbPB/f/ghlITBYOTn5xeXlCgVCqAC8XQ6nUaDoa29vf76dYg5GGCx4x/dvuN7u8avLH39A9U1tSBw4YKp59AFg8Hz58/Fx8cji8OxxsbManV3eN4pE88rVpQ2NTVCY5evWA4InU4HQQfUMjEpsfpS9eWamozMjMIlhXmLFmFfAPzhBx+UlZdLJKEFhAaDEda0oqLiPt1tLS7mG67NIJB2bhD+/EvYjM6YftXjvJgRvwYOloRqBnG1rt5qs02atkEDP/7ooyu1tTbr7UFaGpUaHE+6Qq+R65aWr/IF4761IUTyqNlcV38DRnRtxUqxONZBObvddu7cufS09EAw2HqrJTc3z+/za7Uj8JyAs/rSJSD3k4NPQRstFotIJArfEt/X29sLB8ug06F4SAUHBvqJ8UOj0cRms4ghEOS35atW8ri8GXwzM7zvqIxVaPPrZj/B+q6A0QWBNArzy9aAiMUW/qBnAWe9lJVPEjUTgy2R1N9oRFMWCu8eQ0tKSiotLV27dm1ebq5QKOTz+fEcjtPtodLoEmnq2ofWPbYnFHrTKDHh+1pdfXtHl1IhX7N6FY87jb4DmFKVKq2tvc1oMEJ1dVqdwagHOc7Q5NJQZmg0GleUlhLLKeD/cWLg8MaNBnAGnwm5Rg1sNltvMNxoaKBSKRkZmTCokOvMrGxiRt4MYla/RXFx9JVY7vsUO4GPiF5+sD/PpHE3NFnfRfqXyi6OpItt9uONtv8Ch8gGoxcfkjHdgHwdO3l63ZqKuxa/TwwoEgprhkbAg9fnp9GodfWNSP/KS5dxEzjYXaFInfEvFmq12ut1dRKJRCQWGwz6rq6uwsIil8sJArUj2t6+3vCi4biEBA44fPfv76YqFF1dnWVl5QBSMzgYCAY4HA7AsYxZQCmLHfrFQojqjL+W2f4q01xxKGMt2SD4+QP/gTRAeMLw/D2SW9nEZfhkTDeGhkc+PXdhVXlpVkZ6jLv4/P5zFy5ZrbbvbNk0g4xr0gBvtbW1CQkJycnJyDwXhdM8j9er02qhbA6H0+NxFxUVczjxdDrj1KkqUBca2VcoUCbUPW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auth.gr
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Aristotle University of Thessaloniki
Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
Aristotle University of Thessaloniki
Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
http://www.auth.gr/
http://www.auth.gr/
AUTH IT Center AAI Administrators
mailto:aaiadmin@it.auth.gr
+30-2310999000
AUTH IT Center Helpdesk
mailto:support@auth.gr
+30-2310999000
Computer Emergency Response Team
mailto:cert@auth.gr
+30-2310999000
certh.gr
Εθνικό Κέντρο Έρευνας και Τεχνολογικής Ανάπτυξης.
Centre for Research and Technology Hellas.
http://www.certh.gr/root.en.aspx
http://www.certh.gr/
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Centre for Research and Technology Hellas
Εθνικό Κέντρο Έρευνας και Τεχνολογικής Ανάπτυξης
Centre for Research and Technology Hellas
Εθνικό Κέντρο Έρευνας και Τεχνολογικής Ανάπτυξης
http://www.certh.gr/root.en.aspx
http://www.certh.gr/root.el.aspx
Ioannis
Halinides
mailto:ivchal@certh.gr
Centre for Research and Technology Hellas
mailto:noc@certh.gr
+30-2310-498133
aspete.gr
School of Pedagogical and Technological Education
Ανώτατη Σχολή Παιδαγωγικής και Τεχνολογικής Εκπαίδευσης
School of Pedagogical and Technological Education
Ανώτατη Σχολή Παιδαγωγικής και Τεχνολογικής Εκπαίδευσης
http://www.aspete.gr/index.php/en/
http://www.aspete.gr/index.php/el/
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aspete.gr
elecengedu.aspete.gr
mechanical.aspete.gr
civil.aspete.gr
paidagogiko.aspete.gr
eppaikpesyp.aspete.gr
elke.aspete.gr
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School of Pedagogical and Technological Education
Ανώτατη Σχολή Παιδαγωγικής και Τεχνολογικής Εκπαίδευσης
School of Pedagogical and Technological Education
Ανώτατη Σχολή Παιδαγωγικής και Τεχνολογικής Εκπαίδευσης
http://www.aspete.gr/
http://www.aspete.gr/
Apostolos
Oikonomou
mailto:apeco@aspete.gr
School of Pedagogical and Technological Education NOC
mailto:noc@aspete.gr
https://refeds.org/sirtfi
ntua.gr
National Technical University of Athens
Εθνικό Μετσόβιο Πολυτεχνείο
National Technical University of Athens Identity Provider
Υπηρεσία Ταυτότητας του Εθνικού Μετσόβιου Πολυτεχνείου
https://login.ntua.gr
https://login.ntua.gr
https://jagger.test.grnet.gr/rr3/logos/ntua300.png
https://jagger.test.grnet.gr/rr3/logos/ntua1.png
https://jagger.test.grnet.gr/rr3/logos/ntua5050.png
ntua.gr
147.102.0.0/16
2001:648:2000::/48
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NTUA
ΕΜΠ
National Technical University of Athens
Εθνικό Μετσόβιο Πολυτεχνείο
http://www.ntua.gr
http://www.ntua.gr
National Technical University of Athens
mailto:noc@ntua.gr
+30-210-772-1861
National Technical University of Athens
NOC Helpdesk
mailto:help-data@noc.ntua.gr
+30-210-772-1861
Ourania Lambrou
mailto:rania@noc.ntua.gr
NTUA Security Response Team
mailto:noc@noc.ntua.gr
aueb.gr
Athens University of Economics and Business
Οικονομικό Πανεπιστήμιο Αθηνών
http://www.aueb.gr/index_en.php
http://www.aueb.gr/
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Athens University of Economics and Business
Οικονομικό Πανεπιστήμιο Αθηνών
Athens University of Economics and Business
Οικονομικό Πανεπιστήμιο Αθηνών
http://www.aueb.gr/
http://www.aueb.gr/
Yiorgos
Alexandris
mailto:alexandr@aueb.gr
Athens University of Economics and Business
mailto:noc@aueb.gr
aegean.gr
University of the Aegean
Πανεπιστήμιο Αιγαίου
http://www.aegean.gr/
http://www.aegean.gr/
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admin.aegean.gr
noc.aegean.gr
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University of the Aegean
Πανεπιστήμιο Αιγαίου
University of the Aegean
Πανεπιστήμιο Αιγαίου
http://www.aegean.gr/
http://www.aegean.gr/
Tasos
Moschos
mailto:tmos@aegean.gr
University of the Aegean
mailto:noc@aegean.gr
aua.gr
Agricultural University of Athens
Γεωπονικό Πανεπιστήμιο Αθηνών
Το Γεωπονικό Πανεπιστήμιο Αθηνών παρέχει υψηλού επιπέδου Εκπαιδευτικό και Ερευνητικό έργο στους τομείς των Γεωπονικών Επιστημών.
Agricultural University of Athens offers high-level undergraduate and postgraduate Education and Research in Agricultural Science.
https://www.aua.gr/
https://www.aua.gr/
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urn:mace:shibboleth:1.0:nameIdentifier
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Agricultural University of Athens
Γεωπονικό Πανεπιστήμιο Αθηνών
Agricultural University of Athens
Γεωπονικό Πανεπιστήμιο Αθηνών
http://www.aua.gr/
http://www.aua.gr/
Alexandros
Lekatsas
mailto:alex@aua.gr
Alexandros
Lekatsas
mailto:alex@aua.gr
ionio.gr
Ιόνιο Πανεπιστήμιο
Ionian University
http://www.ionio.gr/central/en/
http://www.ionio.gr/central/
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Ionian University
Ιόνιο Πανεπιστήμιο
Ionian University
Ιόνιο Πανεπιστήμιο
http://www.ionio.gr/
http://www.ionio.gr/
Greek Research and Technology Network
mailto:support@grnet.gr
800-11-47638
+30-2152157854
Ionian University
mailto:noc@ionio.gr
+30-2661087669
panteion.gr
Πάντειο Πανεπιστήμιο Κοινωνικών και Πολιτικών Επιστημών
Panteion University of social and political sciences
panteion.gr
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Panteion University
Πάντειο Πανεπιστήμιο
Panteion University
Πάντειο Πανεπιστήμιο
http://www.panteion.gr/
http://www.panteion.gr/
Panagiotis
Arfanis
mailto:parfa@panteion.gr
Valentini
Grigoriadou
mailto:xtval@panteion.gr
ihu.gr
International Hellenic University-Thermi
Διεθνές Πανεπιστήμιο της Ελλάδος-Θέρμη
http://www.ihu.edu.gr/
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
International Hellenic University-Thermi
Διεθνές Πανεπιστήμιο της Ελλάδος-Θέρμη
International Hellenic University-Thermi
Διεθνές Πανεπιστήμιο της Ελλάδος-Θέρμη
http://www.ihu.gr
http://www.ihu.gr
Iakovos
Karapatakis
mailto:i.karapatakis@ihu.edu.gr
mailto:support@ihu.edu.gr
teiion.gr
Ιόνιο Πανεπιστήμιο (πρώην ΤΕΙ Ιονίων Νήσων)
Ionian University (former TEI of Ionian Islands)
teiion.gr
195.251.100.0/23
195.251.50.0/23
2001:648:2E00::/48
geo:37.7654,20.9047
geo:38.1685,20.4964
geo:37.9656,23.7278
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
teiion.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
Ionian University (former Technological Educational Institute of Ionian Islands)
Ιόνιο Πανεπιστήμιο (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Ιονίων Νήσων)
Ionian University (former Technological Educational Institute of Ionian Islands)
Ιόνιο Πανεπιστήμιο (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Ιονίων Νήσων)
http://www.teiion.gr/
http://www.teiion.gr/
Maria
Lampoura
mailto:maria@ionio.gr
Maria
Lampoura
mailto:maria@ionio.gr
teipel.gr
teikal.gr
Πανεπιστήμιο Πελοποννήσου - us.uop.gr (Πρώην ΤΕΙ Πελοποννήσου)
University of the Peloponnese - us.uop.gr (former TEI of Peloponnese)
teikal.gr
teipel.gr
195.130.95.0/24
2001:648:2550::/48
geo:37.0616,22.0624
geo:37.121,22.4311
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
University of the Peloponnese - us.uop.gr (former TEI of Peloponnese)
Πανεπιστήμιο Πελοποννήσου - us.uop.gr (Πρώην ΤΕΙ Πελοποννήσου)
University of the Peloponnese - us.uop.gr (former TEI of Peloponnese)
Πανεπιστήμιο Πελοποννήσου - us.uop.gr (Πρώην ΤΕΙ Πελοποννήσου)
http://www.teikal.gr/
http://www.teikal.gr/
Giorgos
Aggouras
mailto:gaggouras@teikal.gr
Technological Educational Institute of Kalamata
mailto:helpdesk@teikal.gr
teiemt.gr
International Hellenic University-Kavala (former Technological Educational Institute of Eastern Macedonia and Thrace)
Διεθνές Πανεπιστήμιο της Ελλάδος-Καβάλα (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Ανατολικής Μακεδονίας και Θράκης)
http://www.teiemt.gr/
http://www.teiemt.gr/
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teiemt.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
International Hellenic University-Kavala (former Technological Educational Institute of Eastern Macedonia and Thrace)
Διεθνές Πανεπιστήμιο της Ελλάδος-Καβάλα (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Ανατολικής Μακεδονίας και Θράκης)
Eastern Macedonia and Thrace Institute of Technology
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Ανατολικής Μακεδονίας και Θράκης
http://www.teikav.edu.gr/
http://www.teikav.edu.gr/
Kalliopi
Sotiropoulou
mailto:lsotir@teikav.edu.gr
Technological Educational Institute of Eastern Macedonia and Thrace
mailto:noc@teiemt.gr
teikoz.gr
teiwm.gr
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
Πανεπιστήμιο Δυτικής Μακεδονίας (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Δυτικής Μακεδονίας)
https://www.teiwm.gr/
https://www.teiwm.gr/
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teiwm.gr
noc.teiwm.gr
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
Πανεπιστήμιο Δυτικής Μακεδονίας (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Δυτικής Μακεδονίας)
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
Πανεπιστήμιο Δυτικής Μακεδονίας (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Δυτικής Μακεδονίας)
http://www.teikoz.gr/
http://www.teikoz.gr/
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
mailto:etsiotsias@uowm.gr
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
mailto:pvoutskidis@uowm.gr
University of Western Macedonia (former Technological Educational Institute of Western Macedonia)
mailto:uregister@uowm.gr
teilam.gr
Technological Educational Institute of Sterea Ellada
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Στερεάς Ελλάδας
http://www.teiste.gr/
http://www.teiste.gr/
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195.130.78.0/23
195.251.56.0/23
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teiste.gr
teilam.gr
teihal.gr
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
teilam.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
Technological Educational Institute of Sterea Ellada
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Στερεάς Ελλάδας
Technological Educational Institute of Sterea Ellada
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Στερεάς Ελλάδας
http://www.teilam.gr/
http://www.teilam.gr/
Achilleas
Likotseas
mailto:aliko@teilam.gr
Technological Educational Insitute of Lamia
Achilleas
Likotseas
mailto:aliko@teilam.gr
http://refeds.org/category/research-and-scholarship
http://www.geant.net/uri/dataprotection-code-of-conduct/v1
duth.gr
Democritus University of Thrace
Δημοκρίτειο Πανεπιστήμιο Θράκης
http://www.duth.gr/
http://www.duth.gr/
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duth.gr
192.108.114.0/24
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83.212.160.0/21
2001:648:2e80::/48
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Democritus University of Thrace
Δημοκρίτειο Πανεπιστήμιο Θράκης
Democritus University of Thrace
Δημοκρίτειο Πανεπιστήμιο Θράκης
http://www.duth.gr/
http://www.duth.gr/
Democritus University of Thrace NOC
mailto:noc@duth.gr
+30-25410-79200
Democritus University of Thrace NOC
mailto:noc@duth.gr
+30-25410-79200
hua.gr
Harokopio University
Χαροκόπειο Πανεπιστήμιο
http://www.hua.gr/
http://www.hua.gr/
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hua.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
Harokopio University
Χαροκόπειο Πανεπιστήμιο
Harokopio University
Χαροκόπειο Πανεπιστήμιο
http://www.hua.gr/
http://www.hua.gr/
Konstantinos
Piperidis
mailto:kpiperidhs@hua.gr
Konstantinos
Piperidis
mailto:kpiperidhs@hua.gr
tuc.gr
Technical University of Crete
Πολυτεχνείο Κρήτης
https://www.tuc.gr/index.php?id=3323
http://www.tuc.gr/
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tuc.gr
147.27.0.0/16
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
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tuc.gr
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Technical University of Crete
Πολυτεχνείο Κρήτης
Technical University of Crete
Πολυτεχνείο Κρήτης
http://www.tuc.gr/
http://www.tuc.gr/
Vasilis
Papadakis
mailto:idpHelp@lists.tuc.gr
+30-28210-37512
Technical University of Crete Support
mailto:idpHelp@lists.tuc.gr
+30-28210-37512
uoa.gr
Εθνικό και Καποδιστριακό Πανεπιστημίο Αθηνών
National and Kapodistrian University of Athens
http://www.uoa.gr/to-panepistimio.html
http://en.uoa.gr/the-university.html
uoa.gr
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uoa.gr
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National and Kapodistrian University of Athens
Εθνικό Καποδιστριακό Πανεπιστήμιο Αθηνών
National and Kapodistrian University of Athens
Εθνικό Καποδιστριακό Πανεπιστήμιο Αθηνών
http://www.uoa.gr/
http://www.uoa.gr/
University of Athens Helpdesk
mailto:helpdesk.idp@noc.uoa.gr
University of Athens Helpdesk
mailto:helpdesk.idp@noc.uoa.gr
uoi.gr
Πανεπιστήμιο Ιωαννίνων
University of Ioannina
uoi.gr
195.130.112.0/21
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
uoi.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
University of Ioannina
Πανεπιστήμιο Ιωαννίνων
University of Ioannina
Πανεπιστήμιο Ιωαννίνων
http://www.uoi.gr/
http://www.uoi.gr/
Dimitris
Gioutsos
mailto:helpdesk@noc.uoi.gr
Dimitris
Gioutsos
mailto:helpdesk@noc.uoi.gr
uom.gr
Πανεπιστήμιο Μακεδονίας
University of Macedonia
http://www.uom.gr/
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uom.gr
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urn:mace:shibboleth:1.0:nameIdentifier
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University of Macedonia
Πανεπιστήμιο Μακεδονίας
University of Macedonia
Πανεπιστήμιο Μακεδονίας
http://www.uom.gr/
http://www.uom.gr/
Noc
mailto:noc@uom.gr
University of Macedonia NOC
mailto:noc@noc.uom.gr
uowm.gr
balkan.uowm.gr
eetf.uowm.gr
eled.uowm.gr
icte.uowm.gr
mech.uowm.gr
nured.uowm.gr
University of Western Macedonia
Πανεπιστήμιο Δυτικής Μακεδονίας
http://www.uowm.gr/
http://www.uowm.gr/
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noc.uowm.gr
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urn:mace:shibboleth:1.0:nameIdentifier
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uowm.gr
balkan.uowm.gr
eetf.uowm.gr
eled.uowm.gr
icte.uowm.gr
mech.uowm.gr
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Πανεπιστήμιο Δυτικής Μακεδονίας
University of Western Macedonia
Πανεπιστήμιο Δυτικής Μακεδονίας
http://www.uowm.gr/
http://www.uowm.gr/
Panagiotis
Voutskidis
mailto:pvoutskidis@uowm.gr
University of Western Macedonia
mailto:noc@uowm.gr
http://refeds.org/category/hide-from-discovery
uoc.gr
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Πανεπιστήμιο Κρήτης
University of Crete
https://jagger.test.grnet.gr/rr3/logos/uoc.png
uoc.gr
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University of Crete
Πανεπιστήμιο Κρήτης
University of Crete
Πανεπιστήμιο Κρήτης
http://www.uoc.gr/
http://www.uoc.gr/
Michalis
Kalogirou
mailto:kalogirou@uoc.gr
University of Crete
mailto:helpdesk@uoc.gr
uop.gr
University of the Peloponnese - uop.gr
Πανεπιστήμιο Πελοποννήσου - uop.gr
http://www.uop.gr/
http://www.uop.gr/
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University of Peloponnese - uop.gr
Πανεπιστήμιο Πελοποννήσου - uop.gr
University of Peloponnese - uop.gr
Πανεπιστήμιο Πελοποννήσου - uop.gr
http://www.uop.gr/
http://www.uop.gr/
Stavros
Nikolopoulos
mailto:nikiplos@office365.uop.gr
2721065118
University of Peloponnese Helpdesk
mailto:helpdesk@uop.gr
uth.gr
University of Thessaly
Πανεπιστήμιο Θεσσαλίας
http://www.uth.gr/en/
http://www.uth.gr/
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uth.gr
it.uth.gr
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
uth.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
University of Thessaly
Πανεπιστήμιο Θεσσαλίας
University of Thessaly
Πανεπιστήμιο Θεσσαλίας
http://www.uth.gr/
http://www.uth.gr/
University of Thessaly NOC
mailto:noc@uth.gr
University of Thessaly NOC
mailto:noc@uth.gr
upatras.gr
Πανεπιστήμιο Πατρών
University of Patras
http://www.upatras.gr
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University of Patras
Πανεπιστήμιο Πάτρας
University of Patras
Πανεπιστήμιο Πάτρας
http://www.upatras.gr/
http://www.upatras.gr/
University of Patras NOC
mailto:noc@upatras.gr
University of Patras Helpdesk
mailto:helpdesk@upatras.gr
eap.gr
Hellenic Open University
Ελληνικό Ανοικτό Πανεπιστήμιο
Το Ε.Α.Π. είναι το 19ο ελληνικό Α.Ε.Ι. Όπως και τα άλλα Α.Ε.Ι., είναι Ν.Π.Δ.Δ., αυτοτελές και αυτοδιοικούμενο
The HOU is the 19th Greek State University but the only one that provides distance education in both undergraduate and postgraduate levels
http://www.eap.gr/en
http://www.eap.gr/
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Hellenic Open University
Ελληνικό Ανοικτό Πανεπιστήμιο
Hellenic Open University
Ελληνικό Ανοικτό Πανεπιστήμιο
http://www.eap.gr/
http://www.eap.gr/
Nektarios
Kostaras
mailto:nkostaras@eap.gr
Hellenic Open University
mailto:noc@eap.gr
teiwest.gr
Πανεπιστήμιο Πελοποννήσου - teiwest.gr (Πρώην ΤΕΙ Δυτικής Ελλάδας)
University of the Peloponnese - teiwest.gr (former TEI of Western Greece)
http://www.teiwest.gr
http://www.teiwest.gr
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teipat.gr
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
University of the Peloponnese - teiwest.gr (former TEI of Western Greece)
Πανεπιστήμιο Πελοποννήσου - teiwest.gr (Πρώην ΤΕΙ Δυτικής Ελλάδας)
University of the Peloponnese - teiwest.gr (former TEI of Western Greece)
Πανεπιστήμιο Πελοποννήσου - teiwest.gr (Πρώην ΤΕΙ Δυτικής Ελλάδας)
http://www.teiwest.gr/
http://www.teiwest.gr/
Panagiotis
Ilaridis
mailto:noc@teimes.gr
Technological Educational Institute of Messolonghi Helpdesk
mailto:helpdesk@teimes.gr
teiser.gr
International Hellenic University-Serres (former Technological Educational Institute of Central Macedonia)
Διεθνές Πανεπιστήμιο της Ελλάδος-Σέρρες (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κεντρικής Μακεδονίας)
http://www.teicm.gr/
http://www.teicm.gr/
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teiser.gr
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International Hellenic University-Serres (former Technological Educational Institute of Central Macedonia)
Διεθνές Πανεπιστήμιο της Ελλάδος-Σέρρες (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κεντρικής Μακεδονίας)
International Hellenic University-Serres (former Technological Educational Institute of Central Macedonia)
Διεθνές Πανεπιστήμιο της Ελλάδος-Σέρρες (πρώην Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κεντρικής Μακεδονίας)
http://www.teicm.gr/
http://www.teicm.gr/
Savvas
Paschalidis
mailto:psavvas@teiser.gr
Technological Educational Institute of Serres Helpdesk
mailto:support@teiser.gr
teithe.gr
International Hellenic University-Sindos ( former Alexander Technological Educational Institute of Thessaloniki)
Διεθνές Πανεπιστήμιο της Ελλάδος-Σίνδος ( πρώην Αλεξάνδρειο Τεχνολογικό Εκπαιδευτικό Ίδρυμα Θεσσαλονίκης)
http://www.teithe.gr/index_en.html
http://www.teithe.gr/
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International Hellenic University - Sindos ( former Alexander Technological Educational Institute of Thessaloniki)
Διεθνές Πανεπιστήμιο της Ελλάδος - Σίνδος ( πρώην Αλεξάνδρειο Τεχνολογικό Εκπαιδευτικό Ίδρυμα Θεσσαλονίκης)
International Hellenic University - Sindos. ( former Alexander Technological Educational Institute of Thessaloniki)
Διεθνές Πανεπιστήμιο της Ελλάδος - Σίνδος ( πρώην Αλεξάνδρειο Τεχνολογικό Εκπαιδευτικό Ίδρυμα Θεσσαλονίκης)
http://www.teithe.gr/
http://www.teithe.gr/
Anastasios
Filelis
mailto:filelis@admin.teithe.gr
mailto:noc@teithe.gr
http://refeds.org/category/hide-from-discovery
unipi.gr
University of Piraeus
Πανεπιστήμιο Πειραιώς
http://www.unipi.gr/
http://www.unipi.gr/
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
unipi.gr
195.251.224.0/21
2001:648:24A0::/48
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unipi.gr
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urn:mace:shibboleth:1.0:nameIdentifier
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University of Piraeus
Πανεπιστήμιο Πειραιά
University of Piraeus
Πανεπιστήμιο Πειραιά
http://www.unipi.gr/
http://www.unipi.gr/
Rosa
Mavropodi
mailto:rosa@unipi.gr
University of Piraeus NOC
mailto:noc@unipi.gr
teicrete.gr
edu.teicrete.gr
chania.teicrete.gr
staff.teicrete.gr
nmc.teicrete.gr
epp.teicrete.gr
cs.teicrete.gr
Technological Educational Institute of Crete
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κρήτης
http://www.teicrete.gr/
http://www.teicrete.gr/en
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teicrete.gr
teiher.gr
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urn:mace:shibboleth:1.0:nameIdentifier
urn:oasis:names:tc:SAML:1.1:nameid-format:unspecified
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
teicrete.gr
edu.teicrete.gr
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staff.teicrete.gr
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Technological Educational Institute of Crete
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κρήτης
Technological Educational Institute of Crete
Τεχνολογικό Εκπαιδευτικό Ίδρυμα Κρήτης
http://www.teicrete.gr/
http://www.teicrete.gr/
TEI of Crete Network Management Center
mailto:noc@teicrete.gr
TEI of Crete NOC
mailto:helpdesk@teicrete.gr
hmu.gr
edu.hmu.gr
nmc.hmu.gr
cs.hmu.gr
staff.hmu.gr
Hellenic Mediterranean University
Ελληνικό Μεσογειακό Πανεπιστήμιο
http://www.hmu.gr/en
http://www.hmu.gr
https://jagger.test.grnet.gr/rr3/logos/hmu.png
hmu.gr
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Hellenic Mediterranean University
Ελληνικό Μεσογειακό Πανεπιστήμιο
Hellenic Mediterranean University
Ελληνικό Μεσογειακό Πανεπιστήμιο
http://www.hmu.gr/en
http://www.hmu.gr/
Hellenic Mediterranean University
HMU Network Management Center
mailto:noc@nmc.hmu.gr
Hellenic Mediterranean University
HMU Support Helpdesk
mailto:helpdesk@nmc.hmu.gr
Hellenic Mediterranean University
HMU Network Management Center
mailto:security@nmc.hmu.gr
http://refeds.org/category/hide-from-discovery
ekt.gr
National Documentation Centre
Εθνικό Κέντρο Τεκμηρίωσης
http://www.ekt.gr/
http://www.ekt.gr/
ekt.gr
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ekt.gr
idp.ekt.gr
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National Documentation Centre
Εθνικό Κέντρο Τεκμηρίωσης
National Documentation Centre
Εθνικό Κέντρο Τεκμηρίωσης
http://www.ekt.gr/
http://www.ekt.gr/
National Documentation Centre NOC
mailto:noc@ekt.gr
nlg.gr
National Library of Greece
Εθνική Βιβλιοθήκη της Ελλάδος
http://www.nlg.gr/
http://www.nlg.gr/
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National Library of Greece
Εθνική Βιβλιοθήκη της Ελλάδος
National Library of Greece
Εθνική Βιβλιοθήκη της Ελλάδος
http://www.nlg.gr
http://www.nlg.gr
Dimitris
Zygoukis
mailto:zygoukis@nlg.gr
Konstantinos
Ntirogiannis
mailto:ntirogiannis@nlg.gr
National Library of Greece IT Support
mailto:itsupport@nlg.gr
+302103382604
uniwa.gr
University of West Attica
Πανεπιστήμιο Δυτικής Αττικής
http://www.uniwa.gr/
http://www.uniwa.gr/
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
uniwa.gr
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2001:648:25B0::/48
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University of West Attica
Πανεπιστήμιο Δυτικής Αττικής
University of West Attica
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Elsevier
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Project MUSE
Project MUSE
Project MUSE is a leading provider of digital humanities and social science content for the scholarly community. Since 1995 the MUSE journal collections have supported a wide array of research needs at academic, public, special, and school libraries worldwide. MUSE is the trusted source of complete, full-text versions of scholarly journals from many of the world's leading university presses and scholarly societies, with over 120 publishers currently participating. UPCC Book Collections on Project MUSE, launched in January 2012, offer top quality book-length scholarship, fully integrated with MUSE's scholarly journal content.
Project MUSE is a leading provider of digital humanities and social science content for the scholarly community. Since 1995 the MUSE journal collections have supported a wide array of research needs at academic, public, special, and school libraries worldwide. MUSE is the trusted source of complete, full-text versions of scholarly journals from many of the world's leading university presses and scholarly societies, with over 120 publishers currently participating. UPCC Book Collections on Project MUSE, launched in January 2012, offer top quality book-length scholarship, fully integrated with MUSE's scholarly journal content.
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Project MUSE
Project MUSE
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Project MUSE is a leading provider of digital humanities and social science content for the scholarly community. Since 1995 the MUSE journal collections have supported a wide array of research needs at academic, public, special, and school libraries worldwide. MUSE is the trusted source of complete, full-text versions of scholarly journals from many of the world's leading university presses and scholarly societies, with over 120 publishers currently participating. UPCC Book Collections on Project MUSE, launched in January 2012, offer top quality book-length scholarship, fully integrated with MUSE's scholarly journal content.
e434
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Johns Hopkins University
Johns Hopkins University
http://www.jhu.edu/
http://www.jhu.edu/
Wendy
Queen
mailto:wjq@press.jhu.edu
Mark
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Brown
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SpringerLink und Springer für R&D
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SpringerLink is a content platform providing researchers with access to millions of scientific documents from journals, books, series, protocols and reference works. Springer for R&D offers this content in a format optimized for corporate researchers.
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urn:oasis:names:tc:SAML:2.0:nameid-format:transient
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SpringerLink und Springer für R&D
SpringerLink and Springer for R&D
SpringerLink is a content platform providing researchers with access to millions of scientific documents from journals, books, series, protocols and reference works. Springer for R&D offers this content in a format optimized for corporate researchers.
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Springer Nature
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EBSCOhost
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http://support.epnet.com/ehost/privacy.html
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urn:oasis:names:tc:SAML:2.0:nameid-format:persistent
EBSCO Publishing
urn:mace:dir:entitlement:common-lib-terms
EBSCO Publishing, Inc.
EBSCO Publishing
http://www.ebscohost.com/
EBSCO
Customer Satisfaction
mailto:support@ebsco.com
EBSCO
Shiboleth Admin
mailto:shib-admin@ebscohost.com
EBSCO
Shibboleth Tech
mailto:shib-tech@ebscohost.com
http://ukfederation.org.uk/doc/mdrps-20130902
Wolters Kluwer Federation Hub - Integration Test
Test endpoint for Wolters Kluwers centralized login service for products including OvidSP
https://login.wolterskluwer.com/assets/oce/images/wk-brand-white.svg
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Wolters Kluwer Federation Hub - Integration Test#
Test endpoint for Wolters Kluwers centralized login service for products including OvidSP
Ovid Technologies, Inc
Wolters Kluwer Federation Hub - Integration Test
http://www.wolterskluwer.com
Marcel
Rademakers
mailto:marcel.rademakers@wolterskluwer.com
Hans
van Dreumel
mailto:Hans.Van.Dreumel@wolterskluwer.com
https://eduid.at/policy/mdrps/20140606
Ovid Technologies, Inc
Ovid is the world's leading information search, discovery, and management solution providing professionals in science, medicine, and healthcare all over the world with a single online destination for seamlessly accessing and working with premium online journals, books, and databases from the world's leading publishers.
http://www.ovid.com/site/platforms/ovidsp.jsp
https://edugate.heanet.ie/rr3/logos/ovid.png
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urn:oasis:names:tc:SAML:2.0:nameid-format:persistent
urn:oasis:names:tc:SAML:2.0:nameid-format:transient
Ovid
urn:mace:dir:entitlement:common-lib-terms
Wolters Kluwer
Wolters Kluwer
http://www.wolterskluwer.com/
Support
Team
mailto:support@ovid.com
Global
Online Operations
mailto:GOOSandy@ovid.com
shibdev.rsc.org
CN=shibdev.rsc.org
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https://naxos.grid.auth.gr/shibboleth
naxos.grid.auth.gr
CN=naxos.grid.auth.gr
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https://eduid.at/policy/mdrps/20140606
Taylor & Francis Online
Taylor & Francis Online
Taylor & Francis Online is the platform that supports the Library in its mission and puts research first.
http://www.tandfonline.com/
http://www.tandfonline.com/page/privacy-policy
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Taylor & Francis Online
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