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" style="width: 899px;" data-filename="Pakketten Logistieke Inrichting (PLI).png"><br></p><p><br></p><table border="0" cellpadding="0" cellspacing="0" width="883" style="width: 662pt;"> <colgroup><col width="248" style="mso-width-source:userset;mso-width-alt:8817;width:186pt"> <col width="635" style="mso-width-source:userset;mso-width-alt:22584;width:476pt"> </colgroup><tbody><tr height="18" style="height:13.2pt"> <td height="18" class="xl63" width="248" style="height:13.2pt;width:186pt"><font color="#ff9c00">Naam</font></td> <td class="xl63" width="635" style="border-left:none;width:476pt"><font color="#ff9c00">Beschrijving</font></td> </tr> <tr height="53" style="height:39.6pt"> <td height="53" class="xl66" width="248" style="height:39.6pt;border-top:none; width:186pt">Commercieel Product</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt">Het geheel van goederen, diensten, productlijnen/ groepen en merken dat PostNL aanbiedt op de markt om te voorzien in een specifieke behoefte. Een individueel product bestaat uit de kleinste losse eenheid die geprijsd kan worden, eventueel aan te vullen met extra diensten. </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Commerciële Service</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Conditionele data</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">EDA</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt">Estimated Day of Arrival. O.b.v. een algoritme geschatte dag van bezorging van een zending.</td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Logistiek Proces per Operator</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Logistieke Dienst</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Logistieke Dienst per Operator</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Masterdata</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="35" style="height:26.4pt"> <td height="35" class="xl66" width="248" style="height:26.4pt;border-top:none; width:186pt">Operator</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt">Een operator is een uitvoerder van specifieke logistieke diensten, de operator diensten genaamd, in opdracht van eigen of externe Regie.</td> </tr> <tr height="35" style="height:26.4pt"> <td height="35" class="xl66" width="248" style="height:26.4pt;border-top:none; width:186pt">Operator Dienst</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt">Logistieke dienst die wordt aangeboden en uitgevoerd door een specifieke Operator, volgens vastgestelde afspraken vanuit Regie.</td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Operator Proces</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Postcode</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Postcode Belgie</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">PostNL Diensten Locatie</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Proces Locatie</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Rapportage data</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Referentie data</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Retail Capaciteit</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl66" width="248" style="height:13.2pt;border-top:none; width:186pt">Retail Capaciteit (Totaal)</td> <td class="xl67" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Retail Locatie</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt">Locatie die beheerd wordt door een Retail Partner en waar een formule geëxploiteerd wordt.</td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Rit</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt">Alle adressen waar door 1 medewerker of subco op een specifieke dag logistieke items bezorgd worden.</td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Tijden per Operator</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Transactionele data</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">TVI</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Venster Tijden</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr> <tr height="18" style="height:13.2pt"> <td height="18" class="xl64" width="248" style="height:13.2pt;border-top:none; width:186pt">Verzorgingsgebied Operator</td> <td class="xl65" width="635" style="border-top:none;border-left:none;width:476pt"> </td> </tr></tbody></table>
Annuleren
Opslaan