Überlassungsvereinbarung für Software - LUIS · COMSOL Chemical Reaction Engineering Module:...

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Transcript of Überlassungsvereinbarung für Software - LUIS · COMSOL Chemical Reaction Engineering Module:...

  • Die berlassung erfolgt fr 12 Monate (01.08.-31.07.). Sie verlngert sich automatisch um ein weiteres Jahr, wenn sie nicht rechtzeitig (3 Monate) vor Ablauf der jeweiligen Lizenzperiode schriftlich gekndigt wird. Die Gebhr beinhaltet die berlassung fr das laufende erste Lizenzjahr, unabhngig vom Beschaffungsdatum. Ab dem ersten Folgelizenzjahr fallen nur noch Wartungsgebhren von 20% an.

    Produktname (Auswahl Netzwerklizenzen) Gebhr Anzahl Gesamtkosten

    COMSOL Multiphysics (Basislizenz fr alle Modules)

    COMSOL CFD Module

    COMSOL Acoustics Module

    COMSOL AC/DC Module

    COMSOL Structural Mechanics Module

    COMSOL Chemical Reaction Engineering Module

    COMSOL RF Module

    COMSOL Heat Transfer Module

    COMSOL LiveLink for MATLAB

    COMSOL Optimization Module

    (Weitere Modules, sowie Classroom/Single-Lizenzen auf Anfrage) Summe

    Domain-Bereich fr Netzwerklizenzen: Lizenzserver: comsol-lic.rrzn.uni-hannover.de Subnetz 130.75. .* (gesamt) oder Bereich von bis

    Der Empfnger/Die Empfngerin besttigt die Kenntnis der Nutzungsbedingungen fr dieses Produkt, wie sie zum Zeitpunkt der Antragstellung verffentlicht sind, und verpflichtet sich zu deren Einhaltung.

    Datenschutzerklrung Fr die Softwareberlassung durch das LUIS ist das Verarbeiten Ihrer persnlichen Daten unumgnglich. Dies geschieht ausschlielich zum Zweck der Organisation und Durchfhrung der Softwareberlassung. Die betroffenen Beschftigten sind durch die angegebene Kontaktperson der Universittseinrichtung ber diese Verarbeitung personenbezogener Daten aufzuklren. Einzelheiten zur Datenverarbeitung sind in der entsprechenden Verfahrensbeschreibung1 hinterlegt.

    1 http://www.uni-hannover.de/fileadmin/luh/content/datenschutz/vb/02/verfahrensbeschreibung_software-lizenzen_online.pdf

    Anerkannt

    LUH-Organisationseinheit (Bitte ausfllen) LUIS (wird vom LUIS ausgefllt)

    Ort, Datum: Hannover, Datum:

    Telefon: Telefon: Mail:

    Unterschrift und Stempel (erforderlich) Unterschrift und Stempel

    Bestelldatum:

    Name und Anschrift LUH-Organisationseinheit

    Kontaktperson LUH-Organisationseinheit

    Name:

    Ergnzung/Fachbereich:

    Adresse:

    PLZ:Ort:

    Name:

    Telefon:

    Mail:

    Name des/der Budgetverantwortlichen:Hauspostkennzeichen:

    berlassungsvereinbarung fr Software

    COMSOL Multiphysics LUIS-Vertrag:NachtragNeu

    www.luis.uni-hannover.de/fileadmin/softwaredistribution/Ueberlassung/Bedingungen/comsol.pdfhttp://www.uni-hannover.de/fileadmin/luh/content/datenschutz/vb/02/verfahrensbeschreibung_software-lizenzen_online.pdfhttp://www.uni-hannover.de/fileadmin/luh/content/datenschutz/vb/02/verfahrensbeschreibung_software-lizenzen_online.pdf

    Die berlassung erfolgt fr 12 Monate (01.08.-31.07.). Sie verlngert sich automatisch um ein weiteres Jahr, wenn sie nicht rechtzeitig (3 Monate) vor Ablauf der jeweiligen Lizenzperiode schriftlich gekndigt wird. Die Gebhr beinhaltet die berlassung fr das laufende erste Lizenzjahr, unabhngig vom Beschaffungsdatum. Ab dem ersten Folgelizenzjahr fallen nur noch Wartungsgebhren von 20% an.

    Produktname (Auswahl Netzwerklizenzen)

    Gebhr

    Anzahl

    Gesamtkosten

    COMSOL Multiphysics (Basislizenz fr alle Modules)

    COMSOL CFD Module

    COMSOL Acoustics Module

    COMSOL AC/DC Module

    COMSOL Structural Mechanics Module

    COMSOL Chemical Reaction Engineering Module

    COMSOL RF Module

    COMSOL Heat Transfer Module

    COMSOL LiveLink for MATLAB

    COMSOL Optimization Module

    (Weitere Modules, sowie Classroom/Single-Lizenzen auf Anfrage) Summe

    Domain-Bereich fr Netzwerklizenzen:

    Lizenzserver:comsol-lic.rrzn.uni-hannover.de

    Der Empfnger/Die Empfngerin besttigt die Kenntnis derNutzungsbedingungen fr dieses Produkt, wie sie zum Zeitpunkt der Antragstellung verffentlicht sind, und verpflichtet sich zu deren Einhaltung.

    Datenschutzerklrung

    Fr die Softwareberlassung durch das LUIS ist das Verarbeiten Ihrer persnlichen Daten unumgnglich. Dies geschieht ausschlielich zum Zweck der Organisation und Durchfhrung der Softwareberlassung. Die betroffenen Beschftigten sind durch die angegebene Kontaktperson der Universittseinrichtung ber diese Verarbeitung personenbezogener Daten aufzuklren. Einzelheiten zur Datenverarbeitung sind in der entsprechendenVerfahrensbeschreibung1 hinterlegt.

    1 http://www.uni-hannover.de/fileadmin/luh/content/datenschutz/vb/02/verfahrensbeschreibung_software-lizenzen_online.pdf

    Anerkannt

    LUH-Organisationseinheit (Bitte ausfllen)

    LUIS (wird vom LUIS ausgefllt)

    Unterschrift und Stempel (erforderlich)

    Unterschrift und Stempel

    ..\logo-uni.jpg

    Name und Anschrift LUH-Organisationseinheit

    Kontaktperson LUH-Organisationseinheit

    berlassungsvereinbarung fr Software

    COMSOL Multiphysics

    10.0.2.20120224.1.870067.null

    LUIS

    Bestellung von Software-Lizenzen

    Anja Klink

    berlassungsformular

    pos1_gebuehr: 4034pos1_anzahl: pos1_gesamt: pos2_gebuehr: 4034pos2_anzahl: pos2_gesamt: pos3_gebuehr: 2130pos3_anzahl: pos3_gesamt: pos4_gebuehr: 2130pos4_anzahl: pos4_gesamt: pos5_gebuehr: 2130pos5_anzahl: pos5_gesamt: pos6_gebuehr: 1892pos6_anzahl: pos6_gesamt: pos7_gebuehr: 2130pos7_anzahl: pos7_gesamt: pos8_gebuehr: 2130pos8_anzahl: pos8_gesamt: pos9_gebuehr: 1178pos9_anzahl: pos9_gesamt: pos10_gebuehr: 1892pos10_anzahl: pos10_gesamt: gesamt: Dezimalfeld2: Dezimalfeld: Dezimalfeld1: Textfeld1: Textfeld2: Textfeld3: Textfeld4: 0511 762-9996Textfeld5: [email protected]: 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DateField1: Name_OE: Zusatz: Adresse: Postleitzahl: Ort: Name_Kontakt: Telefon: Mail: Zeichnung: Das Hauspostkennzeichen (frher Kostenstelle) ist notwendig fr die interne Umbuchung. Keine Projektnummer eintragen!: VertragNr: Nachtrag: 0Neu: 0