engage.tmforum.org
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https://engage.tmforum.org/home
Submission: On May 03 via api from US — Scanned from DE
Submission: On May 03 via api from US — Scanned from DE
Form analysis 1 forms found in the DOM
POST ./home
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<a id="MainCopy_ctl03_DiscussionList_Subject_0" title="RE: TMF620 - differnce between recurringChargePeriod/recurringChargePeriodLength and unitOfMeasure:amount/unit" class="LinkDocumentTitle" href="https://engage.tmforum.org/discussion/tmf620-differnce-between-recurringchargeperiodrecurringchargeperiodlength-and-unitofmeasureamountunit#bmd87199f6-2191-4297-82b8-0187e09ca140">RE: TMF620 - differnce between recurringChargePeriod/recurringChargePeriodLength ...</a>
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<a id="MainCopy_ctl03_DiscussionList_Name_0" biobubblekey="ae00de2b-9a12-4b9e-83c4-23706002cc7b" href="https://engage.tmforum.org/network/members/profile?UserKey=ae00de2b-9a12-4b9e-83c4-23706002cc7b">Matthias Dinnes</a>
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<p id="MainCopy_ctl03_DiscussionList_ContentPanel_0"> Hi Pete, I think the unit of measure is important in combination with the period parameters. If you ... </p>
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<a id="MainCopy_ctl03_DiscussionList_Subject_1" title="Questions on TMF645" class="LinkDocumentTitle" href="https://engage.tmforum.org/discussion/questions-on-tmf645#bmae357e25-bd86-4da6-a3f3-1a01844c90fd">Questions on TMF645</a>
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<a id="MainCopy_ctl03_DiscussionList_Name_1" biobubblekey="c6c14492-3206-4508-a961-c045375ac3b6" href="https://engage.tmforum.org/network/members/profile?UserKey=c6c14492-3206-4508-a961-c045375ac3b6">Geoffrey Cristallo</a>
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<p id="MainCopy_ctl03_DiscussionList_ContentPanel_1"> Hello, We're having internal debates about TMF645 "Check Service", for which i would appreciate the feedback ... </p>
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<a id="MainCopy_ctl03_DiscussionList_Subject_2" title="tmforum Open APIs and Camara" class="LinkDocumentTitle" href="https://engage.tmforum.org/discussion/tmforum-open-apis-and-camara#bmb7166a0b-a057-4415-b2bd-eacf8af6e7c5">tmforum Open APIs and Camara</a>
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<a id="MainCopy_ctl03_DiscussionList_Name_2" biobubblekey="205341dd-1564-4639-9073-eab644a5a8b7" href="https://engage.tmforum.org/network/members/profile?UserKey=205341dd-1564-4639-9073-eab644a5a8b7">Riza Hassan</a>
, 13 hours ago </div>
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<a id="MainCopy_ctl03_DiscussionList_EgroupName_2" title="Open APIs" class="LinkPostedIn" href="https://engage.tmforum.org/communities/community-home/digestviewer?CommunityKey=d543b8ba-9d3a-4121-85ce-5b68e6c31ce5">Open APIs</a>
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<p id="MainCopy_ctl03_DiscussionList_ContentPanel_2"> Has there been any discussions on tmforum's participation in the Camara project? I am not an API expert ... </p>
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<a id="MainCopy_ctl23_EngagementList_NameLink_0" biobubblekey="e0b06326-8a54-4300-9d4d-ead189ea606a" href="https://engage.tmforum.org/network/members/profile?UserKey=e0b06326-8a54-4300-9d4d-ead189ea606a">Jonathan Goldberg</a>
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