{"info":{"_postman_id":"78d5ce5f-ebe0-4036-9a8a-c1562907f82a","name":"Transsmart APIv2","description":"This Postman package serves as a guideline for integrating any type of logistic business application with Transsmart via the API interface, version 2. \nThe package is not meant to describe how Transsmart operates in the logistics process-chain, but rather assumes the reader to be familiar with the business processes involved on the side of the client or Transsmart.\n\nThe complete reference of all requests, responses, data types, enumerators, etc can be found here: [https://devdocs.transsmart.com](https://devdocs.transsmart.com). \nSome guides and more information that can help you get up and running, can be found here: [https://helpcenter.nshift.com/hc/en-us/sections/4408089908242-Development-information](https://helpcenter.nshift.com/hc/en-us/sections/4408089908242-Development-information)","schema":"https://schema.getpostman.com/json/collection/v2.0.0/collection.json"},"item":[{"name":"0. Introduction","item":[],"id":"eed005e4-20b6-4bdc-83c9-557c65df1bf4","description":"Before you are able to actively use this Postman package, you should have received some credentials from your account manager, consultant or our support department. \nBasically the credentials are threefold:\n\n- username\n- password\n- account code\n \n\nIf you don't have these credentials, please check with your business colleagues or feel free to contact us by submitting a request via [Create ticket](https://helpcenter.nshift.com/hc/en-us/requests/new?ticket_form_id=4434116624796&tf_8270858649628=pp_transsmart)\n\nTranssmart has two environments publicly available: user acceptance and production. \nBelow are the corresponding base urls.\n\n- user acceptance : [https://accept-api.transsmart.com](https://accept-api.transsmart.com)\n- production : [https://api.transsmart.com](https://api.transsmart.com)\n \n\nWhen using date or times, they are always considered within the UTC+1 timezone. If you are working from a different timezone, please make sure to convert the date/time before using it in the call to the endpoint.","event":[{"listen":"prerequest","script":{"id":"9a377e17-3633-4433-8ee6-eafe0257cacd","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"bfe4c90f-de67-4f05-9a05-3e2d5a269b7f","type":"text/javascript","exec":[""]}}],"_postman_id":"eed005e4-20b6-4bdc-83c9-557c65df1bf4"},{"name":"1.0 Get token","item":[{"name":"1.1 Get token","event":[{"listen":"test","script":{"id":"6679d767-04bf-4fb9-88f7-e017a493f595","exec":["var data = JSON.parse(responseBody);","","pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","","pm.environment.unset(\"token\");","pm.environment.set(\"token\", data.token);"],"type":"text/javascript"}}],"id":"c9f1cb2b-816b-4ad8-9e87-7dd7c7672fd9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"auth":{"type":"basic","basic":{"username":"{{username}}","password":"{{password}}","showPassword":false}},"method":"GET","header":[],"url":"{{base_url}}/login","description":"A successfull request for a token using the credentials provided to you.\nMake sure to configure your username, password and account code in the environment variables first."},"response":[{"id":"10e8b499-6968-4b7c-8d47-2b82cb49a8ef","name":"Error","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/login"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-10T13:17:53.530\",\n \"description\": \"User not found: xxx@xxx.xxx\",\n \"code\": \"TS50001\",\n \"message\": \"The username and/or password combination is wrong.\"\n}"},{"id":"79044b36-d902-4c40-834c-42c6cc058fdc","name":"Success","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/login"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"token\": \"eyJhbGciOiJIUzUxMiIsInppcCI6IkdaSVAifQ...\"\n}"}],"_postman_id":"c9f1cb2b-816b-4ad8-9e87-7dd7c7672fd9"}],"id":"60cc2bb7-28ab-4ba7-acc0-862730e2addf","description":"[https://devdocs.transsmart.com/#_authenticating](https://devdocs.transsmart.com/#_authenticating)\n\nAPIv2 uses token based authentication. All tokens are valid for 24 hours. When using expired tokens, the APIv2 will respond with a 401 - Unauthorized. \n`JWT expired at 2018-12-05T01:19:17Z. Current time: 2019-01-27T21:15:43Z, a difference of 4650986872 milliseconds. Allowed clock skew: 0 milliseconds.`\n\nRequesting a token is easy. Just send a basic authentication GET request to the environment base url + \"/login\", using the username and password provided to you. \nThe response will contain a JWT token.\n\nOnce you have retrieved the token, you can use it with every subsequent call to the APIv2. \nDon't have any means of adding the JWT from code directly? In that case just add a http header \"Authorization\" with value \"Bearer \"+token.","event":[{"listen":"prerequest","script":{"id":"b020a4eb-9f02-4a1a-9d14-9d9b146496e0","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"d344b24b-aacf-45f7-9151-3b1360d022c3","type":"text/javascript","exec":[""]}}],"_postman_id":"60cc2bb7-28ab-4ba7-acc0-862730e2addf"},{"name":"2.0 Shipment management","item":[{"name":"2.1 Booking a shipment","item":[{"name":"2.1.1 Book a shipment","event":[{"listen":"test","script":{"id":"99e43888-722c-44f5-9ad1-3b5d871a666d","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"pickupDate\");",""],"type":"text/javascript","packages":{}}},{"listen":"prerequest","script":{"id":"4949cd9a-1a8a-4eeb-921f-1fac2dddf256","exec":["var moment = require('moment');\r","pm.environment.set(\"pickupDate\", moment().format('YYYY-MM-DD'));\r",""],"type":"text/javascript","packages":{}}}],"id":"9f459aa2-13c5-44ce-8194-829f9d16482a","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n \"carrier\": \"DHP\",\r\n\t\"costCenter\": \"1\",\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n \"currency\": \"EUR\",\r\n\t\"value\": 1000,\r\n\t\"valueCurrency\": \"EUR\",\r\n \"insurance\": false,\r\n\t\"price\": 25,\r\n\t\"priceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2025-06-16\",\r\n\t\"pickupTime\": \"00:01\",\r\n\t\"pickupTimeTo\": \"23:59\",\r\n\t\"requestedDeliveryDate\": \"2025-06-18\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"\",\r\n\t\"incoterms\": \"DAP\",\r\n \"paymentTerms\": \"DAP\",\r\n \"mailType\": \"3\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 2, \r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\"value\": \"example-ORDER-additional-value-shipment-level\"\r\n\t\t}\r\n ,{\r\n\t\t\t\"type\": \"INVOICE\",\r\n\t\t\t\"value\": \"example-INVOICE-additional-value-shipment-level\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n \"building\": \"NPA 3b Building\",\r\n \"floor\": \"3\",\r\n \"department\": \"administration\",\r\n \"doorcode\": \"ZX211\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"Noord-Brabant\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n \"contactDateOfBirth\": \"1960-01-01\",\r\n \"contactIdType\": \"Passport\",\r\n \"contactIdNumber\": \"999999991\",\r\n \"contactIdExpirationDate\": \"2030-12-31\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0,\r\n \"eoriNumber\": \"NL22222\"\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"Noord-Brabant\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n \"eoriNumber\": \"NL11111\"\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"Noord-Brabant\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"eoriNumber\": \"NL33333\"\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"Noord-Brabant\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"eoriNumber\": \"NL44444\"\r\n\t\t}\r\n\t],\r\n\t\"measurements\": {\r\n\t\t \"linearUom\": \"CM\",\r\n\t\t \"massUom\": \"KG\"\r\n\t },\r\n \"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"documents\": [{\r\n \"documentType\": \"POD\",\r\n \"fileType\": \"PDF\",\r\n \"documentData\": \"xxxxxxxx\"\r\n }],\r\n \"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"content-description1\",\r\n\t\t\t\"quantity\":1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n \"measurements\": {\r\n\t\t \"length\": 1,\r\n\t\t \"width\": 1,\r\n\t\t \"height\": 1,\r\n\t\t \"weight\": 1,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\"\r\n\t },\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-ORDER-additional-value-package-level\"\r\n\t\t\t\t}\r\n ,{\r\n\t\t\t\"type\": \"INVOICE\",\r\n\t\t\t\"value\": \"example-INVOICE-additional-value-package-level\"\r\n }]},\r\n {\r\n\t\t\t\"lineNo\": 2,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"content-description2\",\r\n\t\t\t\"quantity\":1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n \"measurements\": {\r\n\t\t \"length\": 1,\r\n\t\t \"width\": 1,\r\n\t\t \"height\": 1,\r\n\t\t \"weight\": 1,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\"\r\n\t },\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-ORDER-additional-value-package-level\"\r\n\t\t\t\t}\r\n ,{\r\n\t\t\t\"type\": \"INVOICE\",\r\n\t\t\t\t\t\"value\": \"example-INVOICE-additional-value-package-level\"\r\n }]},\r\n {\r\n\t\t\t\"lineNo\": 3,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"content-description3\",\r\n\t\t\t\"quantity\":1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n \"measurements\": {\r\n\t\t \"length\": 1,\r\n\t\t \"width\": 1,\r\n\t\t \"height\": 1,\r\n\t\t \"weight\": 1,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\"\r\n\t },\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-ORDER-additional-value-package-level\"\r\n\t\t\t\t}\r\n ,{\r\n\t\t\t\"type\": \"INVOICE\",\r\n\t\t\t\"value\": \"example-INVOICE-additional-value-package-level\"\r\n }\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"TR\",\r\n \"goodsValue\": 17,\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"SALE_GOODS\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20210707\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"ID Code\",\r\n\t\t\t\t\t\t\"unCode\": \"Un Code\",\r\n\t\t\t\t\t\t\"unSubCode\": \"Un Sub Code\",\r\n\t\t\t\t\t\t\"packingGroup\": \"Packing Group\",\r\n\t\t\t\t\t\t\"packingType\": \"Packing type\",\r\n\t\t\t\t\t\t\"packingClassification\": \"Packing Class\",\r\n \"packingInstruction\": \"Packing instruction\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"Description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"Marking Identifier\",\r\n\t\t\t\t\t\t\"instruction\": \"Instruction\",\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": \"850\",\r\n \"limitedQuantityPointsMultiplier\": \"1\",\r\n \"tunnelCode\": \"(C/D)\",\r\n \"overpackID\":\"1\",\r\n \"isHazardousSubstance\": true,\r\n \"internationalTechnicalName\":\"Tech Name EN or FR or DE (international)\",\r\n \"localTechnicalName\":\"Tech Name domestic (local)\",\r\n \"properInternationalShippingName\":\"Proper Name EN or FR or DE (international)\",\r\n \"properLocalShippingName\":\"Proper Name domestic (local)\",\r\n \"classificationCode\":\"ClassifiCode\",\r\n \"authorizationCode\": \"NL:HSE123456\",\r\n\t\t\t\t\t\t\"transportCategory\": \"4\",\r\n \"regulation\": {\r\n \"level\": \"EQ\",\r\n \"type\": \"ADR\"\r\n },\r\n\t\t\t\t\t\t\"hazardClass\": {\r\n \"primary\": \"1\",\r\n \"secondary\": \"2\",\r\n \"tertiary\": \"3\"\r\n },\r\n \"temperature\": {\r\n \"flashPoint\": \"55.11\",\r\n \"controlTemperature\": \"55.22\",\r\n \"emergencyTemperature\":\"55.33\",\r\n \"temperatureUom\": \"C\"\r\n },\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": \"8.01\",\r\n\t\t\t\t\t\t\t\"width\": \"8.02\",\r\n\t\t\t\t\t\t\t\"height\": \"8.03\",\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"KG\",\r\n \"netExplosiveMassUom\": \"KG\",\r\n \"netExplosiveMass\": \"1\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": \"6.1\",\r\n \"grossWeight\": \"6.2\",\r\n\t\t\t\t\t\t\"volume\": \"1.52\",\r\n \"volumeUom\": \"L\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":"{{base_url}}/v2/shipments/{{account}}/BOOK","description":"https://devdocs.transsmart.com/#_shipment_booking_only"},"response":[{"id":"01b8626e-6b8e-4a6d-8485-36fe717b5ecf","name":"Success, multi shipment","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_1_{{$timestamp}}\",\r\n \"carrier\": \"EEX\",\r\n \"serviceLevelTime\": \"EUROPLUS\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 3\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n },{\r\n \"reference\": \"Transsmart_2_{{$timestamp}}\",\r\n \"carrier\": \"EEX\",\r\n \"serviceLevelTime\": \"EUROPLUS\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 3\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n 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\"postman-123456\",\n \"awb\": \"JVGL0568074903267603\",\n \"carrier\": \"EEX\",\n \"executingCarrier\": \"EEX\",\n \"pieces\": 9.14,\n \"weight\": 1,\n \"service\": \"\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"incoterms\": \"\",\n \"price\": 9.14,\n \"currency\": \"EUR\",\n \"pickupDate\": \"2018-10-10\",\n \"trackingUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267603\",\n \"shipmentStatus\": {\n \"statusCode\": \"NEW\",\n \"plannedDeliveryDate\": \"2018-10-11\",\n \"plannedDeliveryTime\": \"17:00:00\"\n },\n \"packages\": [\n {\n \"sequence\": \"1\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\",\n \"awb\": \"JVGL0568074903267603\",\n \"genericStatusCode\": \"NEW\",\n \"carrierStatusCode\": \"\",\n \"carrierStatusDescription\": \"\"\n }\n ]\n }\n]"},{"id":"9d5a8a6b-3532-4914-ab5f-db4f0fed27a6","name":"Success, single shipment multi package","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"carrier\": \"EEX\",\r\n \"serviceLevelTime\": \"EUROPLUS\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 3\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 2,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }, {\r\n \"packageType\": \"PALLET\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/shipments/{{account}}/BOOK"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 07:02:45 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"reference\": \"postman-123456\",\n \"awb\": \"JVGL0568074903267626\",\n \"carrier\": \"EEX\",\n \"executingCarrier\": \"EEX\",\n \"pieces\": 50.73,\n \"weight\": 3,\n \"service\": \"\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"incoterms\": \"\",\n \"price\": 50.73,\n \"currency\": \"EUR\",\n \"pickupDate\": \"2018-10-11\",\n \"trackingUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267626\",\n \"shipmentStatus\": {\n \"statusCode\": \"NEW\",\n \"plannedDeliveryDate\": \"2018-10-12\",\n \"plannedDeliveryTime\": \"17:00:00\"\n },\n \"packages\": [\n {\n \"sequence\": \"1\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\",\n \"awb\": \"JVGL0568074903267626\",\n \"genericStatusCode\": \"NEW\",\n \"carrierStatusCode\": \"\",\n \"carrierStatusDescription\": \"\"\n },\n {\n \"sequence\": \"2\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\",\n \"awb\": \"JVGL0568074903267627\",\n \"genericStatusCode\": \"NEW\",\n \"carrierStatusCode\": \"\",\n \"carrierStatusDescription\": \"\"\n },\n {\n \"sequence\": \"3\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\",\n \"awb\": \"JVGL0568074903267628\",\n \"genericStatusCode\": \"NEW\",\n \"carrierStatusCode\": \"\",\n \"carrierStatusDescription\": \"\"\n }\n ]\n }\n]"},{"id":"ad80e4f3-ce01-41d9-bcb0-679c71e1cba6","name":"Error, on validation","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"carrier\": \"EEX\",\r\n \"serviceLevelTime\": \"EUROPLUS\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 1\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/shipments/{{account}}/BOOK"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 10 Oct 2018 12:50:41 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-10T14:50:41.956\",\n \"description\": \"Booking failed for all shipments\",\n \"code\": \"TS10010\",\n \"message\": \"Batch booking error.\",\n \"details\": [\n {\n \"errorCode\": \"TS222121\",\n \"errorTitle\": \"Booking failed.\",\n \"errorDescription\": \"[colloList[0].weight: \\\"may not be null\\\"]\"\n }\n ]\n}"}],"_postman_id":"9f459aa2-13c5-44ce-8194-829f9d16482a"},{"name":"2.1.2 Book and retrieve documents","event":[{"listen":"test","script":{"id":"811dc9d0-7e42-4398-bc3c-ddc822be859a","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript","packages":{}}}],"id":"6834c3ce-e944-49c6-888c-fbe183ad9ed8","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"}],"body":{"mode":"raw","raw":"[\n\t{\n\t\t\"reference\": \"postman-{{$timestamp}}\",\n\t\t\"carrier\": \"DHP\",\n\t\t\"costCenter\": \"\",\n\t\t\"mailType\": 1,\n\t\t\"language\": \"NL\",\n\t\t\"description\": \"example-description\",\n\t\t\"instruction\": \"example-instruction\",\n\t\t\"value\": 10,\n\t\t\"valueCurrency\": \"EUR\",\n\t\t\"spotPrice\": 15,\n\t\t\"spotPriceCurrency\": \"EUR\",\n\t\t\"pickupDate\": \"2024-05-01\",\n\t\t\"pickupTime\": \"08:00\",\n\t\t\"pickupTimeTo\": \"10:00\",\n\t\t\"requestedDeliveryDate\": \"2024-05-03\",\n\t\t\"requestedDeliveryTime\": \"15:00\",\n\t\t\"requestedDeliveryTimeTo\": \"17:00\",\n\t\t\"service\": \"NON-DOCS\",\n\t\t\"serviceLevelTime\": \"EUROPLUS\",\n\t\t\"serviceLevelOther\": \"\",\n\t\t\"incoterms\": \"DAP\",\n\t\t\"inbound\": 0,\n\t\t\"loadmeters\": 0.004167,\n\t\t\"numberOfPackages\": 1,\t\t\n\t\t\"measurements\": {\n\t\t\t\"length\": 0,\n\t\t\t\"width\": 0,\n\t\t\t\"height\": 0,\n\t\t\t\"linearUom\": \"CM\",\n\t\t\t\"massUom\": \"KG\",\n\t\t\t\"weight\": 1\n\t\t},\n\t\t\"additionalReferences\": [\n\t\t\t{\n\t\t\t\t\"type\": \"ENGINEER\",\n\t\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\n\t\t\t}\n\t\t\t,{\n\t\t\t\t\"type\": \"ROUTE_ID\",\n\t\t\t\t\"value\": \"{{$timestamp}}\"\n\t\t\t}\n\t\t],\n\t\t\"addresses\": [\n\t\t\t{\n\t\t\t\t\"type\": \"RECV\",\n\t\t\t\t\"name\": \"Transsmart\",\n\t\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\n\t\t\t\t\"addressLine2\": \"2nd floor\",\n\t\t\t\t\"addressLine3\": \"att. Support\",\n\t\t\t\t\"houseNo\": \"1c\",\n\t\t\t\t\"city\": \"Tilburg\",\n\t\t\t\t\"zipCode\": \"5032MD\",\n\t\t\t\t\"state\": \"\",\n\t\t\t\t\"country\": \"NL\",\n\t\t\t\t\"contact\": \"Support\",\n\t\t\t\t\"telNo\": \"0031881260300\",\n\t\t\t\t\"faxNo\": \"0031881260301\",\n\t\t\t\t\"email\": \"example@domain.com\",\n\t\t\t\t\"accountNumber\": \"example-accountNumber\",\n\t\t\t\t\"customerNumber\": \"example-customerNumber\",\n\t\t\t\t\"vatNumber\": \"example-vatNumber\",\n\t\t\t\t\"residential\": 0\n\t\t\t},\n\t\t\t{\n\t\t\t\t\"type\": \"SEND\",\n\t\t\t\t\"name\": \"Transsmart\",\n\t\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\n\t\t\t\t\"addressLine2\": \"2nd floor\",\n\t\t\t\t\"addressLine3\": \"att. Support\",\n\t\t\t\t\"houseNo\": \"1c\",\n\t\t\t\t\"city\": \"Tilburg\",\n\t\t\t\t\"zipCode\": \"5032MD\",\n\t\t\t\t\"state\": \"\",\n\t\t\t\t\"country\": \"NL\",\n\t\t\t\t\"contact\": \"Support\",\n\t\t\t\t\"telNo\": \"0031881260300\",\n\t\t\t\t\"faxNo\": \"0031881260301\",\n\t\t\t\t\"email\": \"example@domain.com\",\n\t\t\t\t\"accountNumber\": \"example-accountNumber\",\n\t\t\t\t\"customerNumber\": \"example-customerNumber\",\n\t\t\t\t\"vatNumber\": \"example-vatNumber\",\n\t\t\t\t\"residential\": 0\n\t\t\t},\n\t\t\t{\n\t\t\t\t\"type\": \"INVC\",\n\t\t\t\t\"name\": \"Transsmart\",\n\t\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\n\t\t\t\t\"addressLine2\": \"2nd floor\",\n\t\t\t\t\"addressLine3\": \"att. Support\",\n\t\t\t\t\"houseNo\": \"1c\",\n\t\t\t\t\"city\": \"Tilburg\",\n\t\t\t\t\"zipCode\": \"5032MD\",\n\t\t\t\t\"state\": \"\",\n\t\t\t\t\"country\": \"NL\",\n\t\t\t\t\"contact\": \"Support\",\n\t\t\t\t\"telNo\": \"0031881260300\",\n\t\t\t\t\"faxNo\": \"0031881260301\",\n\t\t\t\t\"email\": \"example@domain.com\",\n\t\t\t\t\"accountNumber\": \"example-accountNumber\",\n\t\t\t\t\"customerNumber\": \"example-customerNumber\",\n\t\t\t\t\"vatNumber\": \"example-vatNumber\",\n\t\t\t\t\"residential\": 0\n\t\t\t},\n\t\t\t{\n\t\t\t\t\"type\": \"3PTY\",\n\t\t\t\t\"name\": \"Transsmart\",\n\t\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\n\t\t\t\t\"addressLine2\": \"2nd floor\",\n\t\t\t\t\"addressLine3\": \"att. Support\",\n\t\t\t\t\"houseNo\": \"1c\",\n\t\t\t\t\"city\": \"Tilburg\",\n\t\t\t\t\"zipCode\": \"5032MD\",\n\t\t\t\t\"state\": \"\",\n\t\t\t\t\"country\": \"NL\",\n\t\t\t\t\"contact\": \"Support\",\n\t\t\t\t\"telNo\": \"0031881260300\",\n\t\t\t\t\"faxNo\": \"0031881260301\",\n\t\t\t\t\"email\": \"example@domain.com\",\n\t\t\t\t\"accountNumber\": \"example-accountNumber\",\n\t\t\t\t\"customerNumber\": \"example-customerNumber\",\n\t\t\t\t\"vatNumber\": \"example-vatNumber\",\n\t\t\t\t\"residential\": 0\n\t\t\t}\n\t\t],\n\t\t\"packages\": [\n\t\t\t{\n\t\t\t\t\"lineNo\": 1,\n\t\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\n\t\t\t\t\"packageType\": \"BOX\",\n\t\t\t\t\"description\": \"example-description\",\n\t\t\t\t\"quantity\": 1,\n\t\t\t\t\"stackable\": false,\n\t\t\t\t\"stackHeight\": 1,\n\t\t\t\t\"additionalReferences\": [\n\t\t\t\t\t{\n\t\t\t\t\t\t\"type\": \"ORDER\",\n\t\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\n\t\t\t\t\t}\n\t\t\t\t],\n\t\t\t\t\"deliveryNoteInfo\": {\n\t\t\t\t\t\"deliveryNoteId\": \"0987654321\",\n\t\t\t\t\t\"price\": 16,\n\t\t\t\t\t\"currency\": \"EUR\",\n\t\t\t\t\t\"deliveryNoteLines\": [\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\n\t\t\t\t\t\t\t\"lineNumber\": 1,\n\t\t\t\t\t\t\t\"quantity\": 2,\n\t\t\t\t\t\t\t\"quantityUom\": \"PCS\",\n\t\t\t\t\t\t\t\"quantityOrder\": 2,\n\t\t\t\t\t\t\t\"quantityBackorder\": 0,\n\t\t\t\t\t\t\t\"articleId\": \"example-articleId\",\n\t\t\t\t\t\t\t\"articleName\": \"example-articleName\",\n\t\t\t\t\t\t\t\"description\": \"example-articleDescription\",\n\t\t\t\t\t\t\t\"countryOrigin\": \"NL\",\n\t\t\t\t\t\t\t\"price\": 16,\n\t\t\t\t\t\t\t\"nettPrice\": 15,\n\t\t\t\t\t\t\t\"currency\": \"EUR\",\n\t\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\n\t\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\n\t\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\n\t\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\n\t\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\n\t\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\n\t\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\n\t\t\t\t\t\t\t\"quantityM2\": 1,\n\t\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\n\t\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\n\t\t\t\t\t\t\t\"composition\": \"example-composition\",\n\t\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\n\t\t\t\t\t\t\t\"grossWeight\": \"20\",\n\t\t\t\t\t\t\t\"nettWeight\": \"18\",\n\t\t\t\t\t\t\t\"weightUom\": \"KG\",\n\t\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\n\t\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\n\t\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\n\t\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\n\t\t\t\t\t\t\t\"quality\": \"example-quality\"\n\t\t\t\t\t\t}\n\t\t\t\t\t]\n\t\t\t\t},\n\t\t\t\t\"dangerousGoodsInformation\": {\n\t\t\t\t\t\"dangerousGoods\": [\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\t\"idCode\": \"idCode\",\n\t\t\t\t\t\t\t\"unCode\": \"1234\",\n\t\t\t\t\t\t\t\"unSubCode\": \"1\",\n\t\t\t\t\t\t\t\"packingGroup\": \"I\",\n\t\t\t\t\t\t\t\"packingType\": \"CAN\",\n\t\t\t\t\t\t\t\"packingClassification\": \"1.2\",\n\t\t\t\t\t\t\t\"quantity\": \"1\",\n\t\t\t\t\t\t\t\"description\": \"description\",\n\t\t\t\t\t\t\t\"markingIdentifier\": \"3\",\n\t\t\t\t\t\t\t\"limitedQuantity\": 5,\n\t\t\t\t\t\t\t\"instruction\": \"instruction\",\n\t\t\t\t\t\t\t\"flashPointDegree\": 55.8,\n\t\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\n\t\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\n\t\t\t\t\t\t\t\"measurements\": {\n\t\t\t\t\t\t\t\t\"length\": 8,\n\t\t\t\t\t\t\t\t\"width\": 8,\n\t\t\t\t\t\t\t\t\"height\": 8,\n\t\t\t\t\t\t\t\t\"weight\": 1,\n\t\t\t\t\t\t\t\t\"linearUom\": \"CM\",\n\t\t\t\t\t\t\t\t\"massUom\": \"LB\",\n \"netExplosiveMass\": \"1\",\n \"netExplosiveMassUom\": \"KG\"\n\t\t\t\t\t\t\t},\n\t\t\t\t\t\t\t\"netWeight\": 7.5,\n\t\t\t\t\t\t\t\"volume\": 1.52,\n \"volumeUom\": \"L\"\n\t\t\t\t\t\t}\n\t\t\t\t\t]\n\t\t\t\t},\n\t\t\t\t\"measurements\": {\n\t\t\t\t\t\"length\": 10,\n\t\t\t\t\t\"width\": 10,\n\t\t\t\t\t\"height\": 10,\n\t\t\t\t\t\"weight\": 1\n\t\t\t\t}\n\t\t\t}\n\t\t]\n\t}\n]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?rawJob=true","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"rawJob","value":"true","description":"Wether or not to return the documents as part of the response."}]},"description":"https://devdocs.transsmart.com/#_shipment_booking_and_printing_as_rawjob\n\nThe response will include all documents that are generated, both on shipment and on package level. Documents can be either ZPL labels or PDF documents. The client receives the documents and needs to send them to the correct printers."},"response":[{"id":"1e5884f5-0d3d-4b43-8abc-4d266c8311d1","name":"Success, single package","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"EEX\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2022-11-11\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2022-12-12\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"COD\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\t\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 0.000512\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": 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\",\n 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\"printerType\": \"LABEL\",\n \"printerName\": \"Default\",\n \"sequence\": \"2\",\n \"airwaybillNumber\": \"JVGL0568074903287173\",\n \"lineNo\": 1,\n \"shipmentLineId\": \"example-shippmentLineId\"\n }\n ],\n \"errors\": null\n }\n]"}],"_postman_id":"6834c3ce-e944-49c6-888c-fbe183ad9ed8"},{"name":"2.1.3 Book and queue print jobs - default","event":[{"listen":"test","script":{"id":"811dc9d0-7e42-4398-bc3c-ddc822be859a","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});",""],"type":"text/javascript","packages":{}}}],"id":"f1255e4f-5d9c-4aee-963f-06d7ce07d6c2","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"DHP\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2024-05-01\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2024-05-03\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t\t,{\r\n\t\t\t\"type\": \"ROUTE_ID\",\r\n\t\t\t\"value\": \"{{$timestamp}}\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 1.52,\r\n \"volumeUom\": \"L\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?rawJob=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"rawJob","value":"false","description":"Wether or not to return the documents as part of the response."}]},"description":"https://devdocs.transsmart.com/#_shipment_booking_and_printing\n\nDocuments are generated and queued for printing by SmartPrint.\nThe print configuration of the integration user is used to select the SmartPrint and the printers where the print jobs needs to be forwarded to.\nThe response will not contain the actual documents, only the confirmation that the documents were queued successfully."},"response":[{"id":"2c80f3cf-fbc1-4f43-9c28-7b86183e34b2","name":"Success","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"EEX\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2022-11-11\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2022-12-12\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"COD\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. 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Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. 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Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 0.000512\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?rawJob=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"rawJob","value":"false","description":"Wether or not to return the documents as part of the response."}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 13 Feb 2019 12:55:23 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"}],"_postman_id":"f1255e4f-5d9c-4aee-963f-06d7ce07d6c2"},{"name":"2.1.4 Book and queue print jobs - based on user account","event":[{"listen":"test","script":{"id":"811dc9d0-7e42-4398-bc3c-ddc822be859a","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});",""],"type":"text/javascript","packages":{}}}],"id":"fa4f2f7f-4607-4c48-8c27-12b2ced75a09","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"DHP\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2024-05-01\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2024-05-03\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t\t,{\r\n\t\t\t\"type\": \"ROUTE_ID\",\r\n\t\t\t\"value\": \"{{$timestamp}}\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. 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Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 1.52,\r\n \"volumeUom\": \"L\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?user=someone@company.com","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"user","value":"someone@company.com","description":"The user account whose print settings will be used to determine the SmartPrint and printer name where the print job needs to be forwarded to."}]},"description":"https://devdocs.transsmart.com/#_shipment_booking_and_printing\n\nDocuments are generated and queued for printing by SmartPrint.\nIn this case the print configuration of the indicated user is used to select the SmartPrint and the printers where the print jobs needs to be forwarded to.\nThe response will not contain the actual documents, only the confirmation that the documents were queued successfully."},"response":[{"id":"bf53f83a-f618-43c7-aa7d-bf4a3ee0e49e","name":"Success","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"EEX\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2022-11-11\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2022-12-12\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"COD\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 0.000512\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?rawJob=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"rawJob","value":"false","description":"Wether or not to return the documents as part of the response."}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 13 Feb 2019 12:55:23 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"}],"_postman_id":"fa4f2f7f-4607-4c48-8c27-12b2ced75a09"},{"name":"2.1.5 Book and queue print jobs - based on SmartPrint and printer name","event":[{"listen":"test","script":{"id":"811dc9d0-7e42-4398-bc3c-ddc822be859a","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});",""],"type":"text/javascript","packages":{}}}],"id":"33f5e06f-800e-4dc4-a83f-0197d7ce76f3","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"DHP\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2024-05-01\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2024-05-03\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t\t,{\r\n\t\t\t\"type\": \"ROUTE_ID\",\r\n\t\t\t\"value\": \"{{$timestamp}}\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 1.52,\r\n \"volumeUom\": \"L\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?spc=logged_in_user@device&printer_zpl=zebra_gk420d&printer_pdf=laser_hp","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"spc","value":"logged_in_user@device","description":"The SmartPrint connection that needs to handle the print job. The value is a concatenation of user and device in the format \"user@device\" or \"device$@device\" if SmartPrint is running as service"},{"key":"printer_zpl","value":"zebra_gk420d","description":"ZPL printer name."},{"key":"printer_pdf","value":"laser_hp","description":"PDF printer name."}]},"description":"https://devdocs.transsmart.com/#_shipment_booking_and_printing\n\nDocuments are generated and queued for printing by SmartPrint.\nIn this case the call parameters indicate what SmartPrint connection and what printers to use for queue the print job.\nThe response will not contain the actual documents, only the confirmation that the documents were queued successfully."},"response":[{"id":"70330737-615a-4e11-80fe-a2248fb1f206","name":"Success","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n\t\"reference\": \"postman-{{$timestamp}}\",\r\n\t\"carrier\": \"EEX\",\r\n\t\"costCenter\": \"\",\r\n\t\"mailType\": 1,\r\n\t\"language\": \"NL\",\r\n\t\"description\": \"example-description\",\r\n\t\"instruction\": \"example-instruction\",\r\n\t\"value\": 10,\r\n\t\"valueCurrency\": \"EUR\",\r\n\t\"spotPrice\": 15,\r\n\t\"spotPriceCurrency\": \"EUR\",\r\n\t\"pickupDate\": \"2022-11-11\",\r\n\t\"pickupTime\": \"08:00\",\r\n\t\"pickupTimeTo\": \"10:00\",\r\n\t\"requestedDeliveryDate\": \"2022-12-12\",\r\n\t\"requestedDeliveryTime\": \"15:00\",\r\n\t\"requestedDeliveryTimeTo\": \"17:00\",\r\n\t\"service\": \"NON-DOCS\",\r\n\t\"serviceLevelTime\": \"EUROPLUS\",\r\n\t\"serviceLevelOther\": \"COD\",\r\n\t\"incoterms\": \"DAP\",\r\n\t\"inbound\": 0,\r\n\t\"loadmeters\": 0.004167,\r\n\t\"numberOfPackages\": 1,\r\n\t\"measurements\": {\r\n\t\t\"length\": 0,\r\n\t\t\"width\": 0,\r\n\t\t\"height\": 0,\r\n\t\t\"linearUom\": \"CM\",\r\n\t\t\"massUom\": \"KG\",\r\n\t\t\"weight\": 1\r\n\t},\r\n\t\"additionalReferences\": [{\r\n\t\t\t\"type\": \"ENGINEER\",\r\n\t\t\t\"value\": \"example-engineer-additional-value-shipment-level\"\r\n\t\t}\r\n\t],\r\n\t\"addresses\": [{\r\n\t\t\t\"type\": \"RECV\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"SEND\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"INVC\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}, {\r\n\t\t\t\"type\": \"3PTY\",\r\n\t\t\t\"name\": \"Transsmart\",\r\n\t\t\t\"addressLine1\": \"Ellen Pankhurststraat\",\r\n\t\t\t\"addressLine2\": \"2nd floor\",\r\n\t\t\t\"addressLine3\": \"att. Support\",\r\n\t\t\t\"houseNo\": \"1c\",\r\n\t\t\t\"city\": \"Tilburg\",\r\n\t\t\t\"zipCode\": \"5032MD\",\r\n\t\t\t\"state\": \"\",\r\n\t\t\t\"country\": \"NL\",\r\n\t\t\t\"contact\": \"Support\",\r\n\t\t\t\"telNo\": \"0031881260300\",\r\n\t\t\t\"faxNo\": \"0031881260301\",\r\n\t\t\t\"email\": \"example@domain.com\",\r\n\t\t\t\"accountNumber\": \"example-accountNumber\",\r\n\t\t\t\"customerNumber\": \"example-customerNumber\",\r\n\t\t\t\"vatNumber\": \"example-vatNumber\",\r\n\t\t\t\"residential\": 0\r\n\t\t}\r\n\t],\r\n\t\"packages\": [{\r\n\t\t\t\"lineNo\": 1,\r\n\t\t\t\"shipmentLineId\": \"example-shippmentLineId\",\r\n\t\t\t\"packageType\": \"BOX\",\r\n\t\t\t\"description\": \"example-description\",\r\n\t\t\t\"quantity\": 1,\r\n\t\t\t\"stackable\": false,\r\n\t\t\t\"stackHeight\": 1,\r\n\t\t\t\"additionalReferences\": [{\r\n\t\t\t\t\t\"type\": \"ORDER\",\r\n\t\t\t\t\t\"value\": \"example-order-additional-value-package-level\"\r\n\t\t\t\t}\r\n\t\t\t],\r\n\t\t\t\"deliveryNoteInfo\": {\r\n\t\t\t\t\"deliveryNoteId\": \"0987654321\",\r\n\t\t\t\t\"price\": 16,\r\n\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\"deliveryNoteLines\": [{\r\n\t\t\t\t\t\t\"deliveryNoteId\": \"09876543210987654321\",\r\n\t\t\t\t\t\t\"lineNumber\": 1,\r\n\t\t\t\t\t\t\"quantity\": 2,\r\n\t\t\t\t\t\t\"quantityUom\": \"PCS\",\r\n\t\t\t\t\t\t\"quantityOrder\": 2,\r\n\t\t\t\t\t\t\"quantityBackorder\": 0,\r\n\t\t\t\t\t\t\"articleId\": \"example-articleId\",\r\n\t\t\t\t\t\t\"articleName\": \"example-articleName\",\r\n\t\t\t\t\t\t\"description\": \"example-articleDescription\",\r\n\t\t\t\t\t\t\"countryOrigin\": \"NL\",\r\n\t\t\t\t\t\t\"price\": 16,\r\n\t\t\t\t\t\t\"nettPrice\": 15,\r\n\t\t\t\t\t\t\"currency\": \"EUR\",\r\n\t\t\t\t\t\t\"hsCode\": \"example-hsCode\",\r\n\t\t\t\t\t\t\"hsCodeDescription\": \"example-hsCodeDescription\",\r\n\t\t\t\t\t\t\"serialNumber\": \"example-serialNumber\",\r\n\t\t\t\t\t\t\"reasonOfExport\": \"example-reasonOfExport\",\r\n\t\t\t\t\t\t\"proformaInvoiceDate\": \"20221121\",\r\n\t\t\t\t\t\t\"proformaInvoiceNumber\": \"TS0987654321\",\r\n\t\t\t\t\t\t\"proformaInvoiceLineNumber\": \"L2\",\r\n\t\t\t\t\t\t\"quantityM2\": 1,\r\n\t\t\t\t\t\t\"customerOrder\": \"example-customerOrder\",\r\n\t\t\t\t\t\t\"articleEanCode\": \"example-articleEanCode\",\r\n\t\t\t\t\t\t\"composition\": \"example-composition\",\r\n\t\t\t\t\t\t\"assemblyInstructions\": \"example-assemblyInstructions\",\r\n\t\t\t\t\t\t\"grossWeight\": \"20\",\r\n\t\t\t\t\t\t\"nettWeight\": \"18\",\r\n\t\t\t\t\t\t\"weightUom\": \"KG\",\r\n\t\t\t\t\t\t\"proformaInvoiceFreightCharges\": 20,\r\n\t\t\t\t\t\t\"proformaInvoiceInsuranceCharges\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceDiscounts\": 2,\r\n\t\t\t\t\t\t\"proformaInvoiceOtherCharges\": 2,\r\n\t\t\t\t\t\t\"quality\": \"example-quality\"\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"dangerousGoodsInformation\": {\r\n\t\t\t\t\"dangerousGoods\": [{\r\n\t\t\t\t\t\t\"idCode\": \"idCode\",\r\n\t\t\t\t\t\t\"unCode\": \"1234\",\r\n\t\t\t\t\t\t\"unSubCode\": \"1\",\r\n\t\t\t\t\t\t\"packingGroup\": \"I\",\r\n\t\t\t\t\t\t\"packingType\": \"CAN\",\r\n\t\t\t\t\t\t\"packingClassification\": \"1.2\",\r\n\t\t\t\t\t\t\"quantity\": \"1\",\r\n\t\t\t\t\t\t\"description\": \"description\",\r\n\t\t\t\t\t\t\"markingIdentifier\": \"3\",\r\n\t\t\t\t\t\t\"limitedQuantity\": 5,\r\n\t\t\t\t\t\t\"instruction\": \"instruction\",\r\n\t\t\t\t\t\t\"flashPointDegree\": 55.8,\r\n\t\t\t\t\t\t\"limitedQuantityPoints\": 850,\r\n\t\t\t\t\t\t\"tunnelCode\": \"C/D\",\r\n\t\t\t\t\t\t\"measurements\": {\r\n\t\t\t\t\t\t\t\"length\": 8,\r\n\t\t\t\t\t\t\t\"width\": 8,\r\n\t\t\t\t\t\t\t\"height\": 8,\r\n\t\t\t\t\t\t\t\"weight\": 1,\r\n\t\t\t\t\t\t\t\"linearUom\": \"CM\",\r\n\t\t\t\t\t\t\t\"massUom\": \"LB\",\r\n \"netExplosiveMass\": \"1\",\r\n \"netExplosiveMassUom\": \"KG\"\r\n\t\t\t\t\t\t},\r\n\t\t\t\t\t\t\"netWeight\": 7.5,\r\n\t\t\t\t\t\t\"volume\": 0.000512\r\n\t\t\t\t\t}\r\n\t\t\t\t]\r\n\t\t\t},\r\n\t\t\t\"measurements\": {\r\n\t\t\t\t\"length\": 10,\r\n\t\t\t\t\"width\": 10,\r\n\t\t\t\t\"height\": 10,\r\n\t\t\t\t\"weight\": 1\r\n\t\t\t}\r\n\t\t}\r\n\t]\r\n}]"},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/PRINT?rawJob=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","PRINT"],"query":[{"key":"rawJob","value":"false","description":"Wether or not to return the documents as part of the response."}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 13 Feb 2019 12:55:23 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"}],"_postman_id":"33f5e06f-800e-4dc4-a83f-0197d7ce76f3"}],"id":"98f5638e-a8e2-4bd3-a91b-89f721440bd5","description":"https://devdocs.transsmart.com/#_shipment_booking_only\r\n\r\nWith BOOK as {action} path parameter the shipment is booked only. In this case the request parameter rawJob is ignored.\r\n\r\nThe body is a json of the shipment object, wrapped in a json array. This will allow for multiple shipments to be booked in a single POST operation.\r\n\r\nWhen using PRINT as {action} path parameter the system will start by booking the shipment, but the documents for this shipment are created on the fly as well.\r\nDepending on the value of the rawJob querystring parameter the documents are either returned as part of the response or are queued to SmartPrint.","event":[{"listen":"prerequest","script":{"id":"1d7e9e95-3cd3-435e-b9be-3b46b3dbaf5b","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"b86aeaaa-f8ac-43f5-bbba-8d40c7b94912","type":"text/javascript","exec":[""]}}],"_postman_id":"98f5638e-a8e2-4bd3-a91b-89f721440bd5"},{"name":"2.2 Getting shipment data","item":[{"name":"2.2.1 Single shipment","event":[{"listen":"prerequest","script":{"id":"3d0b20c5-c8b2-48f6-9d22-63d8aea7da33","exec":["// this pre-request script will book a new shipment\r","// this shipment is then retrieved with a GET operation\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}},{"listen":"test","script":{"id":"c6673d91-9f4c-4d7b-8cd5-3c179c847588","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}}],"id":"4f38234c-514f-4d2e-a803-6c18f3fb2204","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{base_url}}/v2/shipments/{{account}}/{{reference}}","description":"https://devdocs.transsmart.com/#_single_shipment_retrieval\n\nOnly the shipment data of the corresponding {reference} is returned.\nMake sure to properly urlescape the value of the reference, to avoid interference in case the reference contains special characters."},"response":[{"id":"4e761699-a5e2-4418-9245-f8ac66448a1f","name":"Success","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/shipments/{{account}}/postman-123456"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 10 Oct 2018 11:35:45 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"reference\": \"postman-123456\",\n \"carrier\": \"EEX\",\n \"carrierAccountNumber\": \"05680749\",\n \"costCenter\": \"\",\n \"mailType\": 1,\n \"language\": \"NL\",\n \"selectedCarrier\": \"EEX\",\n \"executingCarrier\": \"EEX\",\n \"airwayBillNumber\": \"JVGL0568074903267563\",\n \"trackingAndTraceUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267563\",\n \"description\": \"example-description\",\n \"instruction\": \"example-instruction1\",\n \"value\": 10,\n \"valueCurrency\": \"EUR\",\n \"currency\": \"EUR\",\n \"spotPrice\": 15,\n \"spotPriceCurrency\": \"EUR\",\n \"price\": 15,\n \"salesPrice\": 0,\n \"shipmentStatusCode\": \"NEW\",\n \"pickupDate\": \"2018-10-08\",\n \"pickupTime\": \"08:00\",\n \"pickupTimeTo\": \"10:00\",\n \"requestedDeliveryDate\": \"2017-11-25\",\n \"requestedDeliveryTime\": \"15:00\",\n \"requestedDeliveryTimeTo\": \"17:00\",\n \"creationDate\": \"2018-10-08\",\n \"service\": \"NON-DOCS\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"executedServiceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"executedServiceLevelOther\": \"COD\",\n \"incoterms\": \"DAP\",\n \"inbound\": 0,\n \"loadmeters\": 0.41,\n \"numberOfPackages\": 2,\n \"deliveryNoteInformation\": {\n \"deliveryNoteId\": \"1234567890\",\n \"currency\": \"EUR\",\n \"price\": 8,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"12345678900987654321\",\n \"lineNumber\": 1,\n \"quantity\": 1,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 1,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 8,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS1234567890\",\n \"proformaInvoiceLineNumber\": \"L1\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 10,\n \"nettWeight\": 9,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 7.5,\n \"proformaInvoiceFreightCharges\": 10,\n \"proformaInvoiceInsuranceCharges\": 1,\n \"proformaInvoiceDiscounts\": 1,\n \"proformaInvoiceOtherCharges\": 1\n }\n ]\n },\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 40,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 40,\n \"calculatedWeightUom\": \"KG\"\n },\n \"additionalReferences\": [\n {\n \"type\": \"ENGINEER\",\n \"value\": \"example-engineer-additional-value-shipment-level\"\n }\n ],\n \"addresses\": [\n {\n \"type\": \"INVC\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 1,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267563\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n },\n {\n \"lineNo\": 2,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267564\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n }\n ],\n \"errorCode\": 0\n}"},{"id":"dc7f827c-21de-489e-82e8-20dec9abac81","name":"Error, unknown shipment","originalRequest":{"method":"GET","header":[],"url":"{{host}}/v2/shipments/{{account}}/ABC123"},"status":"Not Found","code":404,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 10 Oct 2018 11:37:35 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"NOT_FOUND\",\n \"timestamp\": \"2018-10-10T13:37:35.076\",\n \"description\": \"Shipment: NonExistingReference does not exist for account {DEVDOCS}\",\n \"code\": \"TS10004\",\n \"message\": \"Failed to retrieve shipment.\"\n}"}],"_postman_id":"4f38234c-514f-4d2e-a803-6c18f3fb2204"},{"name":"2.2.2 Batch of shipments","event":[{"listen":"prerequest","script":{"id":"7eda0ec8-c39a-4bf2-8ce8-61a9ce8d09c4","exec":[""],"type":"text/javascript"}},{"listen":"test","script":{"id":"bac794fc-b4a0-4480-8e37-8ba3652b0b42","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"e0496e3c-8133-4962-8f73-4672f3a27186","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}?page=1&size=5","host":["{{base_url}}"],"path":["v2","shipments","{{account}}"],"query":[{"key":"page","value":"1","description":"The desired page, default is 1."},{"key":"size","value":"5","description":"The amount of items per page, default is 20."}]},"description":"https://devdocs.transsmart.com/#_multiple_shipments_retrieval\r\n\r\nWhen the {reference} path parameter is left out, all shipments for the specified account will be returned. To reduce the amount of data in the response the client must use page number {page} and page size {size} as querystring parameters."},"response":[{"id":"ab29c667-b36f-4a2d-8602-899845a4002c","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}?page=1&size=2","host":["{{base_url}}"],"path":["v2","shipments","{{account}}"],"query":[{"key":"page","value":"1","description":"the desired page, default is 1"},{"key":"size","value":"2","description":"the amount of items per page, default is 20"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Wed, 10 Oct 2018 12:16:46 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"content\": [\n {\n \"reference\": \"postman-123456\",\n \"carrier\": \"EEX\",\n \"carrierAccountNumber\": \"05680749\",\n \"costCenter\": \"\",\n \"mailType\": 1,\n \"language\": \"NL\",\n \"selectedCarrier\": \"EEX\",\n \"executingCarrier\": \"EEX\",\n \"airwayBillNumber\": \"JVGL0568074903267569\",\n \"trackingAndTraceUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267569\",\n \"description\": \"example-description\",\n \"instruction\": \"example-instruction1\",\n \"value\": 10,\n \"valueCurrency\": \"EUR\",\n \"currency\": \"EUR\",\n \"spotPrice\": 15,\n \"spotPriceCurrency\": \"EUR\",\n \"price\": 15,\n \"salesPrice\": 0,\n \"shipmentStatusCode\": \"DEL\",\n \"pickupDate\": \"2018-10-08\",\n \"pickupTime\": \"08:00\",\n \"pickupTimeTo\": \"10:00\",\n \"requestedDeliveryDate\": \"2017-11-25\",\n \"requestedDeliveryTime\": \"15:00\",\n \"requestedDeliveryTimeTo\": \"17:00\",\n \"creationDate\": \"2018-10-08\",\n \"service\": \"NON-DOCS\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"executedServiceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"executedServiceLevelOther\": \"COD\",\n \"incoterms\": \"DAP\",\n \"inbound\": 0,\n \"loadmeters\": 0.41,\n \"numberOfPackages\": 2,\n \"deliveryNoteInformation\": {\n \"deliveryNoteId\": \"1234567890\",\n \"currency\": \"EUR\",\n \"price\": 8,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"12345678900987654321\",\n \"lineNumber\": 1,\n \"quantity\": 1,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 1,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 8,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS1234567890\",\n \"proformaInvoiceLineNumber\": \"L1\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 10,\n \"nettWeight\": 9,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 7.5,\n \"proformaInvoiceFreightCharges\": 10,\n \"proformaInvoiceInsuranceCharges\": 1,\n \"proformaInvoiceDiscounts\": 1,\n \"proformaInvoiceOtherCharges\": 1\n }\n ]\n },\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 40,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 40,\n \"calculatedWeightUom\": \"KG\"\n },\n \"additionalReferences\": [\n {\n \"type\": \"ENGINEER\",\n \"value\": \"example-engineer-additional-value-shipment-level\"\n }\n ],\n \"addresses\": [\n {\n \"type\": \"INVC\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 1,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267569\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n },\n {\n \"lineNo\": 2,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267570\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n }\n ],\n \"errorDescription\": \"\",\n \"errorCode\": 0\n },\n {\n \"reference\": \"Transsmart_1539009714696\",\n \"carrier\": \"EEX\",\n \"carrierAccountNumber\": \"05680749\",\n \"costCenter\": \"\",\n \"mailType\": 1,\n \"language\": \"NL\",\n \"selectedCarrier\": \"EEX\",\n \"executingCarrier\": \"EEX\",\n \"airwayBillNumber\": \"JVGL0568074903267565\",\n \"trackingAndTraceUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267565\",\n \"description\": \"example-description\",\n \"instruction\": \"example-instruction1\",\n \"value\": 10,\n \"valueCurrency\": \"EUR\",\n \"currency\": \"EUR\",\n \"spotPrice\": 15,\n \"spotPriceCurrency\": \"EUR\",\n \"price\": 15,\n \"salesPrice\": 0,\n \"shipmentStatusCode\": \"DEL\",\n \"pickupDate\": \"2018-10-08\",\n \"pickupTime\": \"08:00\",\n \"pickupTimeTo\": \"10:00\",\n \"requestedDeliveryDate\": \"2017-11-25\",\n \"requestedDeliveryTime\": \"15:00\",\n \"requestedDeliveryTimeTo\": \"17:00\",\n \"creationDate\": \"2018-10-08\",\n \"service\": \"NON-DOCS\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"executedServiceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"executedServiceLevelOther\": \"COD\",\n \"incoterms\": \"DAP\",\n \"inbound\": 0,\n \"loadmeters\": 0.41,\n \"numberOfPackages\": 2,\n \"deliveryNoteInformation\": {\n \"deliveryNoteId\": \"1234567890\",\n \"currency\": \"EUR\",\n \"price\": 8,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"12345678900987654321\",\n \"lineNumber\": 1,\n \"quantity\": 1,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 1,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 8,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS1234567890\",\n \"proformaInvoiceLineNumber\": \"L1\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 10,\n \"nettWeight\": 9,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 7.5,\n \"proformaInvoiceFreightCharges\": 10,\n \"proformaInvoiceInsuranceCharges\": 1,\n \"proformaInvoiceDiscounts\": 1,\n \"proformaInvoiceOtherCharges\": 1\n }\n ]\n },\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 40,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 40,\n \"calculatedWeightUom\": \"KG\"\n },\n \"additionalReferences\": [\n {\n \"type\": \"ENGINEER\",\n \"value\": \"example-engineer-additional-value-shipment-level\"\n }\n ],\n \"addresses\": [\n {\n \"type\": \"INVC\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNo\": \"1c\",\n \"addressLine2\": \"2nd floor\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"state\": \"\",\n \"country\": \"NL\",\n \"contact\": \"Support\",\n \"telNo\": \"0031881260300\",\n \"faxNo\": \"0031881260301\",\n \"email\": \"example@domain.com\",\n \"accountNumber\": \"example-accountNumber\",\n \"customerNumber\": \"example-customerNumber\",\n \"vatNumber\": \"example-vatNumber\",\n \"residential\": 0\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 1,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267565\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n },\n {\n \"lineNo\": 2,\n \"shipmentLineId\": \"example-shippmentLineId\",\n \"airwaybillNumber\": \"JVGL0568074903267566\",\n \"packageType\": \"BOX\",\n \"description\": \"example-description\",\n \"quantity\": 1,\n \"stackable\": true,\n \"stackHeight\": 1,\n \"additionalReferences\": [\n {\n \"type\": \"ORDER\",\n \"value\": \"example-order-additional-value-package-level\"\n }\n ],\n \"deliveryNoteInfo\": {\n \"deliveryNoteId\": \"0987654321\",\n \"currency\": \"EUR\",\n \"price\": 16,\n \"deliveryNoteLines\": [\n {\n \"deliveryNoteId\": \"09876543210987654321\",\n \"lineNumber\": 1,\n \"quantity\": 2,\n \"quantityUom\": \"PCS\",\n \"quantityOrder\": 2,\n \"quantityBackorder\": 0,\n \"articleId\": \"example-articleId\",\n \"articleName\": \"example-articleName\",\n \"description\": \"example-articleDescription\",\n \"hsCode\": \"example-hsCode\",\n \"countryOrigin\": \"NL\",\n \"price\": 16,\n \"currency\": \"EUR\",\n \"serialNumber\": \"example-serialNumber\",\n \"reasonOfExport\": \"example-reasonOfExport\",\n \"proformaInvoiceDate\": \"20171121\",\n \"proformaInvoiceNumber\": \"TS0987654321\",\n \"proformaInvoiceLineNumber\": \"L2\",\n \"quantityM2\": 1,\n \"customerOrder\": \"example-customerOrder\",\n \"articleEanCode\": \"example-articleEanCode\",\n \"quality\": \"example-quality\",\n \"composition\": \"example-composition\",\n \"assemblyInstructions\": \"example-assemblyInstructions\",\n \"grossWeight\": 20,\n \"nettWeight\": 18,\n \"weightUom\": \"KG\",\n \"hsCodeDescription\": \"example-hsCodeDescription\",\n \"nettPrice\": 15,\n \"proformaInvoiceFreightCharges\": 20,\n \"proformaInvoiceInsuranceCharges\": 2,\n \"proformaInvoiceDiscounts\": 2,\n \"proformaInvoiceOtherCharges\": 2\n }\n ]\n },\n \"dangerousGoodsInformation\": {\n \"dangerousGoods\": [\n {\n \"idCode\": \"idCode\",\n \"unCode\": \"1234\",\n \"unSubCode\": \"1\",\n \"packingGroup\": \"I\",\n \"packingType\": \"CAN\",\n \"packingClassification\": \"1.2\",\n \"quantity\": 1,\n \"description\": \"description\",\n \"markingIdentifier\": \"3\",\n \"limitedQuantity\": 5,\n \"instruction\": \"instruction\",\n \"flashPointDegree\": 55.8,\n \"limitedQuantityPoints\": 850,\n \"tunnelCode\": \"C/D\",\n \"measurements\": {\n \"length\": 8,\n \"width\": 8,\n \"height\": 8,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"netWeight\": 7.5,\n \"volume\": 0.51\n }\n ],\n \"dangerousGoodsGds\": []\n },\n \"measurements\": {\n \"length\": 20,\n \"width\": 20,\n \"height\": 20,\n \"weight\": 20,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\",\n \"calculatedWeight\": 0,\n \"calculatedWeightUom\": \"KG\"\n }\n }\n ],\n \"errorDescription\": \"\",\n \"errorCode\": 0\n }\n ],\n \"contentType\": \"Shipments\",\n \"isLastPage\": false,\n \"totalItems\": 6823,\n \"totalPages\": 3412,\n \"pageSize\": 2,\n \"currentPage\": 1,\n \"isFirstPage\": false,\n \"numberOfItems\": 2\n}"}],"_postman_id":"e0496e3c-8133-4962-8f73-4672f3a27186"}],"id":"a10df87d-5b2b-46a8-a15e-10aa2ff39b17","description":"https://devdocs.transsmart.com/#_shipment_retrieval\n\nAllows the client system to retrieve the actual details of any shipment.\nShipment data can be requested per shipment or in a paged batch mode.","event":[{"listen":"prerequest","script":{"id":"c3798db6-ef26-4354-b705-67f0e05c799a","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"b116feff-a330-4c54-9154-28cc3b1ac4c5","type":"text/javascript","exec":[""]}}],"_postman_id":"a10df87d-5b2b-46a8-a15e-10aa2ff39b17"},{"name":"2.3 Deleting shipments","item":[{"name":"2.3.1 Single shipment","event":[{"listen":"prerequest","script":{"id":"b18f72a6-ec66-4fe7-a084-502d16572628","exec":["// this pre-request script will book a new shipment\r","// this shipment is then removed with a DELETE operation\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}},{"listen":"test","script":{"id":"91170e00-bd3c-4602-9f95-fdf73258950c","exec":["pm.test(\"Response needs to contain confirmation \\\"true\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"true\");","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}}],"id":"d728ffdb-7c63-41e3-bbe3-d4374760514c","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/shipments/{{account}}/{{reference}}","description":"https://devdocs.transsmart.com/#_single_shipment_deletion\r\n\r\nDelete a single shipment by using the {reference} parameter in the querystring.\r\nThe response is true if the shipment was deleted or false in case not.\r\nMake sure to properly urlescape the value of the reference, to avoid interference in case the reference contains special characters."},"response":[{"id":"56681049-9a37-4b0e-8fc5-51e66d92e332","name":"Error, already marked deleted","originalRequest":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/shipments/{{account}}/DEL123"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 07:44:20 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T09:44:20.935\",\n \"description\": \"Error 37: It's not allowed to change a shipment with status [DEL]. Contact us at support@transsmart.com\",\n \"code\": \"TS222121\",\n \"message\": \"Error while deleting shipment.\"\n}"},{"id":"a5053875-66de-454c-a77b-fb80706ecf15","name":"Error, unknown shipment","originalRequest":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/shipments/{{account}}/ABC123"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 07:43:17 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T09:43:18.177\",\n \"description\": \"TMD1: Could not determine status or shipment doesn't exist yet\",\n \"code\": \"TS222121\",\n \"message\": \"Error while deleting shipment.\"\n}"},{"id":"f1b2e952-8aee-4cc8-a12f-6708c24bcb3a","name":"Success","originalRequest":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/shipments/{{account}}/postman-123456"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 07:48:48 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"true"}],"_postman_id":"d728ffdb-7c63-41e3-bbe3-d4374760514c"},{"name":"2.3.2 Multiple shipment deletion","event":[{"listen":"prerequest","script":{"id":"b18f72a6-ec66-4fe7-a084-502d16572628","exec":[" postman.clearEnvironmentVariable(\"reference1\");\r"," postman.clearEnvironmentVariable(\"reference2\");\r"," var moment = require('moment');\r"," var sampleShipment = '{\"reference\":\"postman-##timestamp##\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}';\r"," \r"," pm.sendRequest({\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: {\r"," mode: 'raw',\r"," raw: '[' + sampleShipment.replace('##timestamp##', moment().format('x') + 'a') + ',' + sampleShipment.replace('##timestamp##', moment().format('x') + 'b') + ']'\r"," }\r"," }, function(err, res) {\r"," if (res.code != 200 && res.code != 201) {\r"," throw {\r"," message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"\r"," };\r"," }\r"," postman.setEnvironmentVariable(\"reference1\", res.json()[0].reference);\r"," postman.setEnvironmentVariable(\"reference2\", res.json()[1].reference);\r"," });"],"type":"text/javascript"}},{"listen":"test","script":{"id":"efc96989-342f-4a62-8a3f-c77daac02001","exec":["pm.test(\"Response needs to contain confirmation \\\"true\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"true\");","});","postman.clearEnvironmentVariable(\"reference1\");","postman.clearEnvironmentVariable(\"reference2\");",""],"type":"text/javascript"}}],"id":"30cb08dc-3c08-4a70-a8f4-fd030f193bee","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}?reference={{reference1}}&reference={{reference2}}","host":["{{base_url}}"],"path":["v2","shipments","{{account}}"],"query":[{"key":"reference","value":"{{reference1}}"},{"key":"reference","value":"{{reference2}}"}]},"description":"https://devdocs.transsmart.com/#_multiple_shipments_deletion\r\n\r\nDelete multiple shipments by repeating the {reference} parameter in the querystring.\r\nThe response is true if the shipment was deleted or false in case not.\r\nMake sure to properly urlescape the value of the reference, to avoid interference in case the reference contains special characters."},"response":[{"id":"a504a86b-9636-4b42-a263-3a9d0e9cfb19","name":"Success","originalRequest":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":{"raw":"{{base_url}}/v2/shipments/{{account}}?reference=postman-123456&reference=postman-123457","host":["{{base_url}}"],"path":["v2","shipments","{{account}}"],"query":[{"key":"reference","value":"postman-123456"},{"key":"reference","value":"postman-123457"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 07:48:18 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"true"}],"_postman_id":"30cb08dc-3c08-4a70-a8f4-fd030f193bee"}],"id":"1e0e0010-4dbd-4345-96ff-566f7529996d","description":"https://devdocs.transsmart.com/#_shipment_deletion\r\n\r\nClients can delete shipments, either by shipment reference or by list of shipment references.\r\nThe response is either true or false, depending on wether or not the shipment was actually deleted.\r\n","event":[{"listen":"prerequest","script":{"id":"a73d3658-0634-4687-a41a-87c6707b99df","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"ede10b83-e3c6-4a97-b569-6d21d134c44c","type":"text/javascript","exec":[""]}}],"_postman_id":"1e0e0010-4dbd-4345-96ff-566f7529996d"},{"name":"2.4 Manifesting shipments","item":[{"name":"2.4.1 Retrieve list","event":[{"listen":"prerequest","script":{"id":"528189ba-47ef-4e3e-b8e2-b6a55f5cbbf9","exec":["postman.clearEnvironmentVariable(\"pickupDate\");\r","var moment = require('moment');\r","pm.environment.set(\"pickupDate\", moment().format('YYYY-MM-DD'));\r",""],"type":"text/javascript"}},{"listen":"test","script":{"id":"56d3dc22-4b05-42dd-b18c-23800a21add1","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - 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\"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 2,\n \"weight\": 2,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242723\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267648\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251075\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267675\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251109\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267681\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n 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},\n {\n \"reference\": \"Transsmart_1539268413194\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267725\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539268427\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267726\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539268449\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267727\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n }\n ],\n \"contentType\": \"Manifests\",\n \"isLastPage\": false,\n \"totalItems\": 21,\n \"totalPages\": 2,\n \"pageSize\": 20,\n \"currentPage\": 0,\n \"isFirstPage\": true,\n \"numberOfItems\": 20\n}"},{"id":"5dca98fd-2e57-4f55-9b0b-3ce6ed987265","name":"Success, without paging","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest/list?date=2018-12-10&carrier=EEX&costCenter&slt&slo&pagedResult=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest","list"],"query":[{"key":"date","value":"2018-12-10","description":"The pickup date, format yyyy-MM-dd"},{"key":"carrier","value":"EEX","description":"Carrier code of the to be selected shipments, fixed length of 3,"},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slt","value":null,"description":"Service level time of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slo","value":null,"description":"Service level other of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"pagedResult","value":"false","description":"Indicate if the manifest list is returned in pages, true or false"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:35:53 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"content\": [\n {\n \"reference\": \"postman-123456\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267634\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 3,\n \"weight\": 3,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1_1539242376\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267637\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_2_1539242376\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267638\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242410\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267639\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242446\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267640\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242544\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267641\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242551\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267642\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242570\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267643\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242580\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267644\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242593\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267645\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242660\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267646\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 2,\n \"weight\": 2,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539242723\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267648\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251075\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267675\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251109\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267681\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251220\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267684\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251265\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267690\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539251562\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267699\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539268413194\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267725\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539268427\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267726\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539268449\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267727\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS_COD\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 10\n },\n {\n \"reference\": \"Transsmart_1539268491384\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267729\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n },\n {\n \"reference\": \"Transsmart_1539268607579\",\n \"status\": \"LABL\",\n \"airwaybill\": \"JVGL0568074903267731\",\n \"costCenter\": \"\",\n \"name\": \"Transsmart\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"serviceLevels\": \"EUROPLUS\",\n \"packages\": 1,\n \"weight\": 1,\n \"value\": 0\n }\n ],\n \"contentType\": \"Manifests\",\n \"isLastPage\": true,\n \"totalItems\": 22,\n \"totalPages\": 1,\n \"pageSize\": 1,\n \"currentPage\": 1,\n \"isFirstPage\": true,\n \"numberOfItems\": 22\n}"},{"id":"c11864f8-d7d8-4224-9adf-06c15a9d5e4c","name":"Success, no results","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest/list?date=2018-12-10&carrier=XXX&costCenter&slt&slo","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest","list"],"query":[{"key":"date","value":"2018-12-10","description":"The pickup date, format yyyy-MM-dd"},{"key":"carrier","value":"XXX","description":"Carrier code of the to be selected shipments, fixed length of 3,"},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slt","value":null,"description":"Service level time of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slo","value":null,"description":"Service level other of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:36:38 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"content\": [],\n \"contentType\": \"Manifests\",\n \"isLastPage\": true,\n \"totalItems\": 0,\n \"totalPages\": 1,\n \"pageSize\": 1,\n \"currentPage\": 1,\n \"isFirstPage\": true,\n \"numberOfItems\": 0\n}"},{"id":"e11af962-c21c-42de-a2a7-2a507e7a5bf2","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest/list?date=2018-12-10&costCenter&slt&slo","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest","list"],"query":[{"key":"date","value":"2018-12-10","description":"The pickup date, format yyyy-MM-dd"},{"key":"carrier","value":"XXX","description":"Carrier code of the to be selected shipments, fixed length of 3,","disabled":true},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slt","value":null,"description":"Service level time of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slo","value":null,"description":"Service level other of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:37:05 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T16:37:05.150\",\n \"code\": \"TS1010010\",\n \"message\": \"carrierMissing request parameters.\"\n}"}],"_postman_id":"4c0c0b84-e640-4a8d-8729-f92102d5384d"},{"name":"2.4.2 Trigger manifest","event":[{"listen":"test","script":{"id":"94a78c94-c260-4f85-87e5-307ba5a79207","exec":["pm.test(\"Response needs to contain confirmation \\\"true\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"true\");","});","postman.clearEnvironmentVariable(\"pickupDate\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"a191e834-b298-439e-83f6-b23aeae45432","exec":["var moment = require('moment');\r","pm.environment.set(\"pickupDate\", moment().format('YYYY-MM-DD'));\r",""],"type":"text/javascript"}}],"id":"cb987db8-84ab-4cb8-b2a0-f2d6d42f41a9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest?from={{pickupDate}}&to={{pickupDate}}&carrier=DHP&costCenter&country","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest"],"query":[{"key":"from","value":"{{pickupDate}}","description":"The pickup date from, format yyyy-mm-dd."},{"key":"to","value":"{{pickupDate}}","description":"The pickup date to, format yyyy-mm-dd."},{"key":"carrier","value":"DHP","description":"The carrier code. Single code only."},{"key":"costCenter","value":null,"description":"Comma separated list of costcenters."},{"key":"country","value":null,"description":"The country code of the shipment receiver address. Single code only."}]},"description":"https://devdocs.transsmart.com/#_manifest_shipments\r\n\r\nTriggers the creation of a manifest for the provided combination of request parameters.\r\nReturns true if shipments were manifested, else false."},"response":[{"id":"443452c5-be0f-41a0-a02d-02842f201c4b","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest?from=2018-12-10&to=2018-12-10&carrier=EEX&costCenter","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest"],"query":[{"key":"from","value":"2018-12-10","description":"The pickup date from, format yyyy-mm-dd"},{"key":"to","value":"2018-12-10","description":"The pickup date to, format yyyy-mm-dd"},{"key":"carrier","value":"EEX","description":"Carrier code of the to be selected shipments, fixed length of 3,"},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:41:15 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"true"},{"id":"cfb828dc-ebb3-4273-bfd5-fd0f4afa2ac5","name":"Error, no shipments to manifest","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest?from=2018-12-10&to=2018-12-10&carrier=XXX&costCenter","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest"],"query":[{"key":"from","value":"2018-12-10","description":"The pickup date from, format yyyy-MM-dd"},{"key":"to","value":"2018-12-10","description":"The pickup date to, format yyyy-MM-dd"},{"key":"carrier","value":"XXX","description":"Carrier code of the to be selected shipments, fixed length of 3,"},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:42:15 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"exCode\": \"TS222121\",\n \"exDescription\": \"TMEM2: no shipments to manifest found for client [DEVDOCS] / costcenter [] / carrier [XXX]\",\n \"localizedMessage\": \"Manifest failed\",\n \"message\": \"Manifest failed\",\n \"suppressed\": []\n}"},{"id":"eba61784-c916-4441-8a4c-a30d4ee6c3fa","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest?from=2018-12-10&to=2018-12-10&costCenter","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest"],"query":[{"key":"from","value":"2018-12-10","description":"The pickup date from, format yyyy-MM-dd"},{"key":"to","value":"2018-12-10","description":"The pickup date to, format yyyy-MM-dd"},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:46:44 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T16:46:44.549\",\n \"code\": \"TS1010010\",\n \"message\": \"carrierMissing request parameters.\"\n}"}],"_postman_id":"cb987db8-84ab-4cb8-b2a0-f2d6d42f41a9"},{"name":"2.4.3 Retrieve list download","event":[{"listen":"prerequest","script":{"id":"528189ba-47ef-4e3e-b8e2-b6a55f5cbbf9","exec":["postman.clearEnvironmentVariable(\"pickupDate\");\r","var moment = require('moment');\r","pm.environment.set(\"pickupDate\", moment().format('YYYY-MM-DD'));\r",""],"type":"text/javascript"}},{"listen":"test","script":{"id":"56d3dc22-4b05-42dd-b18c-23800a21add1","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"pickupDate\");",""],"type":"text/javascript"}}],"id":"92401cf7-2303-4cf2-9bd4-e9e103b80716","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest/list/download?date={{pickupDate}}&carrier=DHP&costCenter&slt&slo&pagedResult=false","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest","list","download"],"query":[{"key":"date","value":"{{pickupDate}}","description":"The pickup date, format yyyy-mm-dd."},{"key":"carrier","value":"DHP","description":"The carrier code. Single code only."},{"key":"costCenter","value":null,"description":"Comma separated list of costcenters."},{"key":"slt","value":null,"description":"Comma separated list of service levels."},{"key":"slo","value":null,"description":"Comma separated list of service level options."},{"key":"pagedResult","value":"false","description":"Boolean true/false, wether or not to return the manifest list in a paged batch mode."}]},"description":"https://devdocs.transsmart.com/#_retrieve_list\r\n\r\nMethod for retrieving the list of shipments that are waiting to be manifested. Response will not be a json format, it will be a downloadable document.\r\n\r\nThere are a few request parameters that can be used to filter the list. For details, please refer to the link above."},"response":[{"id":"73f164e9-ddb8-41ef-8f53-cdda6e79e813","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/shipments/{{account}}/manifest/list?date=2018-12-10&costCenter&slt&slo","host":["{{base_url}}"],"path":["v2","shipments","{{account}}","manifest","list"],"query":[{"key":"date","value":"2018-12-10","description":"The pickup date, format yyyy-MM-dd"},{"key":"carrier","value":"XXX","description":"Carrier code of the to be selected shipments, fixed length of 3,","disabled":true},{"key":"costCenter","value":null,"description":"CostCenter of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slt","value":null,"description":"Service level time of the to be selected shipments, maximum size of 32, can be repeated"},{"key":"slo","value":null,"description":"Service level other of the to be selected shipments, maximum size of 32, can be repeated"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:37:05 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T16:37:05.150\",\n \"code\": \"TS1010010\",\n \"message\": \"carrierMissing request parameters.\"\n}"}],"_postman_id":"92401cf7-2303-4cf2-9bd4-e9e103b80716"}],"id":"1e5e84e6-9136-4a04-8a30-750d2c53d57b","description":"https://devdocs.transsmart.com/#_shipment_manifesting\r\n\r\nBy using this call the client can trigger the manifesting of shipments.\r\nPlease consult with the Transsmart consultant or project manager on the need for this call, because in many cases manifesting will be triggered preferably by cutoff times on the Transsmart platform.","event":[{"listen":"prerequest","script":{"id":"c22f6a5a-1f1d-4b66-876d-6282d5c500bd","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"514e1272-3f86-490d-ae6a-ab3095b14fd8","type":"text/javascript","exec":[""]}}],"_postman_id":"1e5e84e6-9136-4a04-8a30-750d2c53d57b"}],"id":"3252d9a8-5f47-4fba-ae16-7c9df5aa6aed","description":"[https://devdocs.transsmart.com/#_shipment_booking](https://devdocs.transsmart.com/#_shipment_booking)\n\nThe template URL for booking shipments is this : {base_url}/v2/shipments/{account}/{action}\n\nThere are 3 generic use cases for booking shipments, depending on the {action} path parameter:\n\n1. CREATE : the shipment is only saved; no validation is performed. This can be used as a draft booking.\n2. BOOK : simply book a shipment, the response contains a copy of the shipment data as it is available in Transsmart after processing the POST request\n3. PRINT : first book a shipment, secondly also generate the documents to be printed\n \n\nWhen the action is PRINT, the rawJob request parameter determines wether or not to return the documents as part of the response or to place the corresponding print jobs in the queue for SmartPrint (i.e. for the Transsmart print solution).\n\n- rawJob=true : the response contains a list of all generated documents in base64 encoded format\n- rawJob=false : the system will generate the documents and queue them for printing, the response contains simply a confirmation of success\n \n\nAll four combinations (CREATE, BOOK, PRINT rawJob=true and PRINT rawJob=false) can take the same input, but the response will be distinctly different.\n\n**Important** \nTranssmart offers a lot of options when it comes to booking and printing shipments. Therefor, regardless of your technical capabilities of calling the APIv2, you should also consult the Transmart project manager or consultant on the best implemenation option for your specific case. The provided examples only show a generic example.","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"0c034e61-2722-40a0-a7b8-24aab6c4ac02","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"b9dfc6b0-a5e2-43a6-9427-274774ed668d","type":"text/javascript","exec":[""]}}],"_postman_id":"3252d9a8-5f47-4fba-ae16-7c9df5aa6aed"},{"name":"3.0 Rates calculation","item":[{"name":"3.1 Calculate rates","event":[{"listen":"test","script":{"id":"21743181-7fb0-48ce-9f2f-0a4321a1a398","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"1f5c6304-0453-44a1-8685-f77dc5954bdc","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"postman-{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 1\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}","description":"https://devdocs.transsmart.com/#_calculating_rates\r\n\r\nCall this resource to get a list of calculated rates for the available carriers and servicelevels based on shipment details.\r\nThe request body is a json of the shipment object, wrapped in a json array. Please refer to the link above for more information on what information a shipment object can contain."},"response":[{"id":"0738bad1-7aa7-4684-8449-6303fccbeee4","name":"Success, with rates","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 1\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:50:49 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"carrier\": \"EEX\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"BOX\",\n \"quantity\": 1,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"weight\": 1\n }\n }\n ]\n },\n \"rates\": [\n {\n \"description\": \"DHL Parcel SVT BUSPAKKET (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"BUSPAKKET\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 3,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"Bpost (Taxipost, International, Express) TAXIPOST24H (account: 047021)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"BPO\",\n \"carrierDescription\": \"Bpost (Taxipost, International, Express)\",\n \"serviceLevelTime\": \"TAXIPOST24H\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n 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\"serviceLevelTime\": \"BPI\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 5,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Parcel SVT BELPAKKET (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"BELPAKKET\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 5,\n \"deliveryTime\": \"Not 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\"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"CLASSIC\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13.24,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 14.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 15.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"United Parcel Service SAVER COD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"SAVER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 19,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"GLS Express BUSINESS COD (account: 55310057)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"GLS\",\n \"carrierDescription\": \"GLS Express\",\n \"serviceLevelTime\": \"BUSINESS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Binnen NL\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 23,\n \"deliveryTime\": \"17:00:00\"\n }\n ]\n }\n]"},{"id":"66cbcf88-8b7b-4ef8-b377-15dffc598a91","name":"Success, no rates found","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 500\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\r\n \"city\": \"Auckland\",\r\n \"zipCode\": \"2022\",\r\n \"country\": \"NZ\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"EUROPALLET\",\r\n \"quantity\": 33,\r\n \"measurements\": {\r\n \"length\": 120,\r\n \"width\": 80,\r\n \"height\": 100,\r\n \"weight\": 500\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:55:27 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 500,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\n \"city\": \"Auckland\",\n \"zipCode\": \"2022\",\n \"country\": \"NZ\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"EUROPALLET\",\n \"quantity\": 33,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 120,\n \"width\": 80,\n \"height\": 100,\n \"weight\": 500\n }\n }\n ]\n },\n \"rates\": []\n }\n]"}],"_postman_id":"1f5c6304-0453-44a1-8685-f77dc5954bdc"},{"name":"3.2 Calculating insurance","event":[{"listen":"test","script":{"id":"21743181-7fb0-48ce-9f2f-0a4321a1a398","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"818884fa-4502-410e-92b5-49765aa5c650","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":""},"url":{"raw":"{{base_url}}/v2/rates/{{account}}/insurance?currency=EUR&countryFrom=NL&countryTo=NL&value=1234","host":["{{base_url}}"],"path":["v2","rates","{{account}}","insurance"],"query":[{"key":"currency","value":"EUR"},{"key":"countryFrom","value":"NL"},{"key":"countryTo","value":"NL"},{"key":"value","value":"1234"}]},"description":"https://devdocs.transsmart.com/#_calculating_rates\r\n\r\nCall this resource to get a list of calculated rates for the available carriers and servicelevels based on shipment details.\r\nThe request body is a json of the shipment object, wrapped in a json array. Please refer to the link above for more information on what information a shipment object can contain."},"response":[{"id":"92c8cf2b-35f6-4f34-b5fe-aa7ad511e83f","name":"Success, with rates","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 1\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:50:49 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"carrier\": \"EEX\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"BOX\",\n \"quantity\": 1,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"weight\": 1\n }\n }\n ]\n },\n \"rates\": [\n {\n \"description\": \"DHL Parcel SVT BUSPAKKET (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"BUSPAKKET\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 3,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"Bpost (Taxipost, International, Express) TAXIPOST24H (account: 047021)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"BPO\",\n \"carrierDescription\": \"Bpost (Taxipost, International, Express)\",\n \"serviceLevelTime\": \"TAXIPOST24H\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 3.5,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL Parcel SVT SERVICEPOINT (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"SERVICEPOINT\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 4,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL For You SERVICEP (account: 05808720)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"D4U\",\n \"carrierDescription\": \"DHL For You\",\n \"serviceLevelTime\": \"SERVICEP\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Servicepunt-levering\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 4.5,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL For You FORYOU (account: 05808720)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"D4U\",\n \"carrierDescription\": \"DHL For You\",\n \"serviceLevelTime\": \"FORYOU\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"For You\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 5,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Global Mail BPI (account: 7000680009)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"SEM\",\n \"carrierDescription\": \"DHL Global Mail\",\n \"serviceLevelTime\": \"BPI\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 5,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Parcel SVT BELPAKKET (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"BELPAKKET\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 5,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DPD Nederland CLASSIC (account: 48389)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"CLASSIC\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 5.12,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Parcel: Colli EU + Pallet Benelux FORYOU (account: 04909371)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DHP\",\n \"carrierDescription\": \"DHL Parcel: Colli EU + Pallet Benelux\",\n \"serviceLevelTime\": \"FORYOU\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"DHL For You\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 6,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Parcel: Colli EU + Pallet Benelux FORYOU PARCELSHOP (account: 04909371)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DHP\",\n \"carrierDescription\": \"DHL Parcel: Colli EU + Pallet Benelux\",\n \"serviceLevelTime\": \"FORYOU\",\n \"serviceLevelOther\": \"PARCELSHOP\",\n \"serviceLevelTimeDescription\": \"DHL For You\",\n \"serviceLevelOtherDescription\": \"DHL For You Handtekening Voor Ontvangst\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 6,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"United Parcel Service STANDARD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"STANDARD\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 6,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"Bpost (Taxipost, International, Express) TAXIPOST24H PUGO (account: 047021)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"BPO\",\n \"carrierDescription\": \"Bpost (Taxipost, International, Express)\",\n \"serviceLevelTime\": \"TAXIPOST24H\",\n \"serviceLevelOther\": \"PUGO\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 6.14,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL Express: spoedlevering wereldwijd EXPRESS (account: 190000004)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:59:00)\",\n \"transitTimeHours\": 24,\n \"carrier\": \"DHL\",\n \"carrierDescription\": \"DHL Express: spoedlevering wereldwijd\",\n \"serviceLevelTime\": \"EXPRESS\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"EXPRESS\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 6.55,\n \"deliveryTime\": \"23:59:00\"\n },\n {\n \"description\": \"Post NL Webservices 3085 (account: 11223344)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"PNL\",\n \"carrierDescription\": \"Post NL Webservices\",\n \"serviceLevelTime\": \"3085\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Standaard NL\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 6.6,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL Parcel SVT THUIS (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"SVT\",\n \"carrierDescription\": \"DHL Parcel SVT\",\n \"serviceLevelTime\": \"THUIS\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 7,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"United Parcel Service STANDARD PRL (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"STANDARD\",\n \"serviceLevelOther\": \"PRL\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 7,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"Post NL Webservices 3533 (account: 11223344)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"PNL\",\n \"carrierDescription\": \"Post NL Webservices\",\n \"serviceLevelTime\": \"3533\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Handtekening, geen burenlevering\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 7.02,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DPD Nederland PARCELSHOP (account: 48389)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"PARCELSHOP\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 7.73,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"GLS Express BUSINESS (account: 55310057)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"GLS\",\n \"carrierDescription\": \"GLS Express\",\n \"serviceLevelTime\": \"BUSINESS\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Binnen NL\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 8,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DPD Nederland PARCELSHOP PREADVEMAIL (account: 48389)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"PARCELSHOP\",\n \"serviceLevelOther\": \"PREADVEMAIL\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 8.24,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"Post NL Webservices 3085 AVOND (account: 11223344)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"PNL\",\n \"carrierDescription\": \"Post NL Webservices\",\n \"serviceLevelTime\": \"3085\",\n \"serviceLevelOther\": \"AVOND\",\n \"serviceLevelTimeDescription\": \"Standaard NL\",\n \"serviceLevelOtherDescription\": \"Avond\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 8.6,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL Express: spoedlevering wereldwijd MIDDAY (account: 190000004)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 12:00:00)\",\n \"transitTimeHours\": 24,\n \"carrier\": \"DHL\",\n \"carrierDescription\": \"DHL Express: spoedlevering wereldwijd\",\n \"serviceLevelTime\": \"MIDDAY\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"EXPRESS 12:00\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 8.82,\n \"deliveryTime\": \"12:00:00\"\n },\n {\n \"description\": \"Post NL Webservices 3533 AVOND (account: 11223344)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n \"carrier\": \"PNL\",\n \"carrierDescription\": \"Post NL Webservices\",\n \"serviceLevelTime\": \"3533\",\n \"serviceLevelOther\": \"AVOND\",\n \"serviceLevelTimeDescription\": \"Handtekening, geen burenlevering\",\n \"serviceLevelOtherDescription\": \"Avond\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"Not Available\",\n \"price\": 9.02,\n \"deliveryTime\": \"Not Available\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 9.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"United Parcel Service SAVER (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"SAVER\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 11.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"United Parcel Service SAVER PRL (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"SAVER\",\n \"serviceLevelOther\": \"PRL\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 12.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"United Parcel Service STANDARD COD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"STANDARD\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DPD Nederland CLASSIC COD (account: 48389)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"CLASSIC\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13.24,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 14.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 15.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"United Parcel Service SAVER COD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"SAVER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 19,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"GLS Express BUSINESS COD (account: 55310057)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"GLS\",\n \"carrierDescription\": \"GLS Express\",\n \"serviceLevelTime\": \"BUSINESS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Binnen NL\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 23,\n \"deliveryTime\": \"17:00:00\"\n }\n ]\n }\n]"},{"id":"dee26ab5-ac4e-4285-8da3-c87593dcfe13","name":"Success, no rates found","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 500\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\r\n \"city\": \"Auckland\",\r\n \"zipCode\": \"2022\",\r\n \"country\": \"NZ\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"EUROPALLET\",\r\n \"quantity\": 33,\r\n \"measurements\": {\r\n \"length\": 120,\r\n \"width\": 80,\r\n \"height\": 100,\r\n \"weight\": 500\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:55:27 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 500,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\n \"city\": \"Auckland\",\n \"zipCode\": \"2022\",\n \"country\": \"NZ\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"EUROPALLET\",\n \"quantity\": 33,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 120,\n \"width\": 80,\n \"height\": 100,\n \"weight\": 500\n }\n }\n ]\n },\n \"rates\": []\n }\n]"}],"_postman_id":"818884fa-4502-410e-92b5-49765aa5c650"},{"name":"Get insurance information","event":[{"listen":"test","script":{"id":"21743181-7fb0-48ce-9f2f-0a4321a1a398","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"e9181768-3449-4885-9e83-14828c033dc7","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/rates/{{account}}/insurance/InsuranceTest1","description":"https://devdocs.transsmart.com/#_calculating_rates\r\n\r\nCall this resource to get a list of calculated rates for the available carriers and servicelevels based on shipment details.\r\nThe request body is a json of the shipment object, wrapped in a json array. Please refer to the link above for more information on what information a shipment object can contain."},"response":[{"id":"c0c2a7e0-71a4-4648-bbb6-2f7bae7e95ca","name":"Success, with rates","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 1\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"BOX\",\r\n \"quantity\": 1,\r\n \"measurements\": {\r\n \"length\": 10,\r\n \"width\": 10,\r\n \"height\": 10,\r\n \"weight\": 1\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:50:49 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"carrier\": \"EEX\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 1,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"BOX\",\n \"quantity\": 1,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"weight\": 1\n }\n }\n ]\n },\n \"rates\": [\n {\n \"description\": \"DHL Parcel SVT BUSPAKKET (account not found)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"Not Available\",\n \"transitTimeHours\": 151,\n 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\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 12.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"United Parcel Service STANDARD COD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"STANDARD\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DPD Nederland CLASSIC COD (account: 48389)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"DPD\",\n \"carrierDescription\": \"DPD Nederland\",\n \"serviceLevelTime\": \"CLASSIC\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"\",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 13.24,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 14.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EUROPLUS COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Standaard levering volgende werkdag\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 15.14,\n \"deliveryTime\": \"17:00:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER SATURDAY (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"SATURDAY\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Zaterday levering\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"United Parcel Service SAVER COD (account: A2E581)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 23:30:00)\",\n \"transitTimeHours\": 30,\n \"carrier\": \"UPS\",\n \"carrierDescription\": \"United Parcel Service\",\n \"serviceLevelTime\": \"SAVER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \" \",\n \"serviceLevelOtherDescription\": \"\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 18.93,\n \"deliveryTime\": \"23:30:00\"\n },\n {\n \"description\": \"DHL Europlus EXPRESSER COD (account: 05680749)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"0 days (expected deliverydate : 2018-10-12 11:00:00)\",\n \"transitTimeHours\": 11,\n \"carrier\": \"EEX\",\n \"carrierDescription\": \"DHL Europlus\",\n \"serviceLevelTime\": \"EXPRESSER\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Levering voor 11:00\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 19,\n \"deliveryTime\": \"11:00:00\"\n },\n {\n \"description\": \"GLS Express BUSINESS COD (account: 55310057)\",\n \"currency\": \"EUR\",\n \"salesPrice\": 0,\n \"salesCurrency\": \"\",\n \"weight\": 1,\n \"weightUom\": \"KG\",\n \"calculatedWeight\": 1,\n \"calculatedWeightType\": \"\",\n \"calculatedWeightUom\": \"KG\",\n \"executingCarrier\": \"\",\n \"transitTimeDescription\": \"1 day (expected deliverydate : 2018-10-12 17:00:00)\",\n \"transitTimeHours\": 17,\n \"carrier\": \"GLS\",\n \"carrierDescription\": \"GLS Express\",\n \"serviceLevelTime\": \"BUSINESS\",\n \"serviceLevelOther\": \"COD\",\n \"serviceLevelTimeDescription\": \"Binnen NL\",\n \"serviceLevelOtherDescription\": \"Rembours\",\n \"pickupDate\": \"2018-10-11\",\n \"deliveryDate\": \"2018-10-12\",\n \"price\": 23,\n \"deliveryTime\": \"17:00:00\"\n }\n ]\n }\n]"},{"id":"a5a6c1ca-f8b3-4d74-a79d-0827b62bf0c5","name":"Success, no rates found","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"reference\": \"Transsmart_{{$timestamp}}\",\r\n \"measurements\": {\r\n \"length\": 0,\r\n \"width\": 0,\r\n \"height\": 0,\r\n \"linearUom\": \"CM\",\r\n \"massUom\": \"KG\",\r\n \"weight\": 500\r\n },\r\n \"addresses\": [{\r\n \"type\": \"RECV\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\r\n \"city\": \"Auckland\",\r\n \"zipCode\": \"2022\",\r\n \"country\": \"NZ\"\r\n }, {\r\n \"type\": \"SEND\",\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\r\n \"city\": \"Tilburg\",\r\n \"zipCode\": \"5032MD\",\r\n \"country\": \"NL\"\r\n }\r\n ],\r\n \"packages\": [{\r\n \"packageType\": \"EUROPALLET\",\r\n \"quantity\": 33,\r\n \"measurements\": {\r\n \"length\": 120,\r\n \"width\": 80,\r\n \"height\": 100,\r\n \"weight\": 500\r\n }\r\n }\r\n ]\r\n }\r\n]\r\n"},"url":"{{base_url}}/v2/rates/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 14:55:27 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"shipmentDetails\": {\n \"reference\": \"postman-123456\",\n \"inbound\": 0,\n \"numberOfPackages\": 0,\n \"measurements\": {\n \"length\": 0,\n \"width\": 0,\n \"height\": 0,\n \"weight\": 500,\n \"linearUom\": \"CM\",\n \"massUom\": \"KG\"\n },\n \"additionalReferences\": [],\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"12 Mahunga Drive, mangere bridge 12\",\n \"city\": \"Auckland\",\n \"zipCode\": \"2022\",\n \"country\": \"NZ\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"packages\": [\n {\n \"lineNo\": 0,\n \"packageType\": \"EUROPALLET\",\n \"quantity\": 33,\n \"stackable\": false,\n \"stackHeight\": 0,\n \"additionalReferences\": [],\n \"measurements\": {\n \"length\": 120,\n \"width\": 80,\n \"height\": 100,\n \"weight\": 500\n }\n }\n ]\n },\n \"rates\": []\n }\n]"}],"_postman_id":"e9181768-3449-4885-9e83-14828c033dc7"}],"id":"6a1ddbc3-645a-448a-8b13-7d0da1401e58","description":"https://devdocs.transsmart.com/#_rates_calculation\r\n\r\nMethod used for getting a list of possible carrier-service level combinations and the corresponding rates to use for the shipment specified.","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"1920b900-737c-49a1-9a41-fc0f8bcee0af","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"5dba9ede-f6b5-4229-b53b-58cc61aab011","type":"text/javascript","exec":[""]}}],"_postman_id":"6a1ddbc3-645a-448a-8b13-7d0da1401e58"},{"name":"4.0 Document printing","item":[{"name":"4.1 Retrieve documents","event":[{"listen":"prerequest","script":{"id":"18fcfba8-e119-4973-8d4b-0eadb6cd620f","exec":["// this pre-request script will book a new shipment\r","// after this, the documents for this shipment are retrieved\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}},{"listen":"test","script":{"id":"efbe44a6-2d6a-4d18-b8d7-bb053524752c","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}}],"id":"b6e90659-74ba-4227-9a01-729a2dff0fe3","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/{{reference}}?rawJob=true","host":["{{base_url}}"],"path":["v2","prints","{{account}}","{{reference}}"],"query":[{"key":"rawJob","value":"true","description":"Wether or not to return the documents as part of the response."}]},"description":"https://devdocs.transsmart.com/#_print_a_shipment_by_reference\r\n\r\nWhen rawJob=true the response will contain all documents related to the shipment as a base64 encoded string, regardless of document type (zpl or pdf) or level (shipment/package).\r\n"},"response":[{"id":"5fbbdeae-d5c1-4951-b4cf-1e765a14ead6","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/postman-123456?rawJob=true","host":["{{base_url}}"],"path":["v2","prints","{{account}}","postman-123456"],"query":[{"key":"rawJob","value":"true"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:02:40 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"reference\": \"postman-123456\",\n \"airwaybillNumber\": \"JVGL0568074903267753\",\n \"shipmentDocs\": [\n {\n \"docType\": \"CMR\",\n \"fileFormat\": \"PDF\",\n \"encodingFormat\": \"base64\",\n \"data\": 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AwMDU5MjU2IDAwMDAwIG4gCjAwMDAwNTg4ODYgMDAwMDAgbiAKMDAwMDA1NzY0OSAwMDAwMCBuIAowMDAwMDU5NjU0IDAwMDAwIG4gCjAwMDAwNTg0ODUgMDAwMDAgbiAKMDAwMDA1OTcxNyAwMDAwMCBuIAowMDAwMDU5NzYzIDAwMDAwIG4gCnRyYWlsZXIKPDwvSW5mbyAxMSAwIFIvSUQgWzwwZDZiYWMyMWNhNzZkNGYxNzUzNWFmNjdhYzNkMGJiMz48MWIzMDRlZTQxZWE0ZDE4MWUyZDMxNjE1YWE0NDUzNzM+XS9Sb290IDEwIDAgUi9TaXplIDEyPj4Kc3RhcnR4cmVmCjU5ODg2CiUlRU9GCg==\",\n \"printerType\": \"LASER\",\n \"printerName\": \"NPI30A5E6 (HP LaserJet 200 colorMFP M276n)\",\n \"sequence\": \"1\",\n \"airwaybillNumber\": \"JVGL0568074903267753\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\"\n },\n {\n \"docType\": \"Label\",\n \"fileFormat\": \"ZPL\",\n \"encodingFormat\": \"base64\",\n \"data\": 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\"printerType\": \"LABEL\",\n \"printerName\": \"ZDesigner TLP 2844-Z\",\n \"sequence\": \"2\",\n \"airwaybillNumber\": \"JVGL0568074903267753\",\n \"lineNo\": 0,\n \"shipmentLineId\": \"\"\n }\n ],\n \"errors\": null\n }\n]"},{"id":"8ce4bf5c-e327-4fcb-aff1-e61c94f31d6f","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/prints/{{account}}"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:34 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:34.393\",\n \"description\": null,\n \"code\": \"TS1010010\",\n \"message\": \"referenceMissing request parameters.\",\n \"details\": null\n}"},{"id":"9d4eba8b-da0c-4b11-be34-0aafd4080201","name":"Error, unknown reference","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/ABC123?rawJob=true","host":["{{base_url}}"],"path":["v2","prints","{{account}}","ABC123"],"query":[{"key":"rawJob","value":"true"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:07 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:07.634\",\n \"description\": \"Error 25: shipment is niet correct geboekt, geen carrier en/of routing result gevonden voor customer: DEVDOCS, met referentie: ABC123\",\n \"code\": \"TS222121\",\n \"message\": \"Printing failed\",\n \"details\": null\n}"}],"_postman_id":"b6e90659-74ba-4227-9a01-729a2dff0fe3"},{"name":"4.2 Queue print jobs - default","event":[{"listen":"test","script":{"id":"02241704-d4ad-48dd-970d-00aa0c72063d","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"8e9069f4-c159-456d-a017-a3abc7a45140","exec":["// this pre-request script will book a new shipment\r","// after this, the documents are queued for printing by SmartPrint\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}}],"id":"6e551298-179b-4581-99ae-6c85c549f4f5","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/{{reference}}?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","{{reference}}"],"query":[{"key":"rawJob","value":"false","description":"Wether or not to return the documents as part of the response."}]},"description":"https://devdocs.transsmart.com/#_print_a_shipment_by_reference\r\n\r\nUse rawJob=false to queue the corresponding print jobs for SmartPrint. This too happens regardless of document types (zpl or pdf) or level (shipment/package).\r\nThe print configuration of the integration user is used to select the SmartPrint and the printers where the print jobs needs to be forwarded to.\r\n"},"response":[{"id":"120d6522-165f-4d06-8a23-89da810cdc60","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/postman-123456?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","postman-123456"],"query":[{"key":"rawJob","value":"false"}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:03:32 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"},{"id":"cb7ad66f-8afd-405c-b92e-5c8ab3410a39","name":"Error, unknown shipment","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/ABC123?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","ABC123"],"query":[{"key":"rawJob","value":"false"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:07 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:07.634\",\n \"description\": \"Error 25: shipment is niet correct geboekt, geen carrier en/of routing result gevonden voor customer: DEVDOCS, met referentie: ABC123\",\n \"code\": \"TS222121\",\n \"message\": \"Printing failed\",\n \"details\": null\n}"},{"id":"edd52f4a-f49a-4fd5-be2a-da03244a3a05","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/prints/{{account}}"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:34 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:34.393\",\n \"description\": null,\n \"code\": \"TS1010010\",\n \"message\": \"referenceMissing request parameters.\",\n \"details\": null\n}"}],"_postman_id":"6e551298-179b-4581-99ae-6c85c549f4f5"},{"name":"4.2 Queue print jobs - based on user account","event":[{"listen":"test","script":{"id":"02241704-d4ad-48dd-970d-00aa0c72063d","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript","packages":{}}},{"listen":"prerequest","script":{"id":"8e9069f4-c159-456d-a017-a3abc7a45140","exec":["// this pre-request script will book a new shipment\r","// after this, the documents are queued for printing by SmartPrint\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript","packages":{}}}],"id":"ebf1dcd0-0c73-4d01-b96a-3a55241577f8","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/{{reference}}?user=UserName","host":["{{base_url}}"],"path":["v2","prints","{{account}}","{{reference}}"],"query":[{"key":"user","value":"UserName","description":"The user account whose print settings will be used to determine the SmartPrint and printer name where the print job needs to be forwarded to."}]},"description":"https://devdocs.transsmart.com/#_print_a_shipment_by_reference\r\n\r\nUse rawJob=false to queue the corresponding print jobs for SmartPrint. This too happens regardless of document types (zpl or pdf) or level (shipment/package).\r\nIn this case the print configuration of the indicated user is used to select the SmartPrint and the printers where the print jobs needs to be forwarded to.\r\n"},"response":[{"id":"58c73cd2-33ce-437f-a496-cf0f2582dbd2","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/postman-123456?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","postman-123456"],"query":[{"key":"rawJob","value":"false"}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:03:32 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"},{"id":"a9d74f41-9e5a-43ee-9f51-4904e12aacc6","name":"Error, unknown shipment","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/ABC123?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","ABC123"],"query":[{"key":"rawJob","value":"false"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:07 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:07.634\",\n \"description\": \"Error 25: shipment is niet correct geboekt, geen carrier en/of routing result gevonden voor customer: DEVDOCS, met referentie: ABC123\",\n \"code\": \"TS222121\",\n \"message\": \"Printing failed\",\n \"details\": null\n}"},{"id":"b5bbd9aa-64e6-42bf-bf09-80d20d32cd9e","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/prints/{{account}}"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:34 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:34.393\",\n \"description\": null,\n \"code\": \"TS1010010\",\n \"message\": \"referenceMissing request parameters.\",\n \"details\": null\n}"}],"_postman_id":"ebf1dcd0-0c73-4d01-b96a-3a55241577f8"},{"name":"4.2 Queue print jobs - based on SmartPrint and printer name","event":[{"listen":"test","script":{"id":"02241704-d4ad-48dd-970d-00aa0c72063d","exec":["pm.test(\"Response needs to contain confirmation \\\"Sent to SmartPrint\\\"\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.have.body(\"Sent to SmartPrint\");","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"8e9069f4-c159-456d-a017-a3abc7a45140","exec":["// this pre-request script will book a new shipment\r","// after this, the documents are queued for printing by SmartPrint\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}}],"id":"62b979c8-8264-4bad-8635-fb0406bafece","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/{{reference}}?spc=logged_in_user@device&printer_zpl=zebra_gk420d&printer_pdf=laser_hp","host":["{{base_url}}"],"path":["v2","prints","{{account}}","{{reference}}"],"query":[{"key":"spc","value":"logged_in_user@device","description":"The SmartPrint connection that needs to handle the print job. The value is a concatenation of user and device in the format \"user@device\" or \"device$@device\" if SmartPrint is running as service"},{"key":"printer_zpl","value":"zebra_gk420d","description":"ZPL printer name","type":"text"},{"key":"printer_pdf","value":"laser_hp","description":"PDF printer name.","type":"text"}]},"description":"https://devdocs.transsmart.com/#_print_a_shipment_by_reference\r\n\r\nUse rawJob=false to queue the corresponding print jobs for SmartPrint. This too happens regardless of document types (zpl or pdf) or level (shipment/package).\r\nIn this case the call parameters indicate what SmartPrint connection and what printers to use for queue the print job.\r\n"},"response":[{"id":"55bf3785-457b-4779-9bdb-1cf037b9c1e3","name":"Error, unknown shipment","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/ABC123?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","ABC123"],"query":[{"key":"rawJob","value":"false"}]}},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:07 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:07.634\",\n \"description\": \"Error 25: shipment is niet correct geboekt, geen carrier en/of routing result gevonden voor customer: DEVDOCS, met referentie: ABC123\",\n \"code\": \"TS222121\",\n \"message\": \"Printing failed\",\n \"details\": null\n}"},{"id":"63962adb-0d73-4820-b75b-46a3c9641bb0","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/prints/{{account}}/postman-123456?rawJob=false","host":["{{base_url}}"],"path":["v2","prints","{{account}}","postman-123456"],"query":[{"key":"rawJob","value":"false"}]}},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:03:32 GMT"},{"key":"Content-Type","value":"text/plain;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"Sent to SmartPrint"},{"id":"f76e41a4-a6cc-4d44-afac-e5457105b6f4","name":"Error, missing parameter","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/prints/{{account}}"},"status":"Bad Request","code":400,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:04:34 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"status\": \"BAD_REQUEST\",\n \"timestamp\": \"2018-10-11T17:04:34.393\",\n \"description\": null,\n \"code\": \"TS1010010\",\n \"message\": \"referenceMissing request parameters.\",\n \"details\": null\n}"}],"_postman_id":"62b979c8-8264-4bad-8635-fb0406bafece"}],"id":"07bccdca-fbab-4c66-b129-5a704459cc3f","description":"https://devdocs.transsmart.com/#_document_printing\r\n\r\nMethod for handling documents related to a single shipment reference.\r\nAllows either for the retrieval of the documents or for the queueing of the documents for SmartPrint, by means of the {rawJob} querystring parameter.\r\nBoth documents on shipment level and on package level will be handled in this way.","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"544dc1fb-bbf9-45e1-9542-5158541f45ec","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"8c57fe36-61bc-48e8-887f-28dd19bbc345","type":"text/javascript","exec":[""]}}],"_postman_id":"07bccdca-fbab-4c66-b129-5a704459cc3f"},{"name":"5.0 Shipment status tracking","item":[{"name":"5.1 For a single shipment","event":[{"listen":"test","script":{"id":"4264da0c-6c81-4db7-a7df-8f91a2c4aa34","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"reference\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"ac961c0b-1509-48fb-821f-2a09e45ad25f","exec":["// this pre-request script will book a new shipment\r","// then after, the status details of the shipment are retrieved\r","postman.clearEnvironmentVariable(\"reference\");\r","var moment = require('moment');\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/shipments/' + postman.getEnvironmentVariable(\"account\") + '/BOOK',\r"," method: 'POST',\r"," header: \r"," {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: \r"," {\r"," mode: 'raw',\r"," raw: '[{\"reference\":\"postman-'+ moment().format('x') +'\",\"carrier\":\"EEX\",\"serviceLevelTime\":\"EUROPLUS\",\"measurements\":{\"length\":0,\"width\":0,\"height\":0,\"linearUom\":\"CM\",\"massUom\":\"KG\",\"weight\":1},\"addresses\":[{\"type\":\"RECV\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"},{\"type\":\"SEND\",\"name\":\"Transsmart\",\"addressLine1\":\"Ellen Pankhurststraat 1c\",\"city\":\"Tilburg\",\"zipCode\":\"5032MD\",\"country\":\"NL\"}],\"packages\":[{\"packageType\":\"BOX\",\"quantity\":1,\"measurements\":{\"length\":10,\"width\":10,\"height\":10,\"weight\":1}}]}]'\r"," }\r"," },\r"," function(err, res)\r"," {\r"," if (res.code != 200 && res.code != 201)\r"," {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"reference\", res.json()[0].reference);\r"," }\r"," \r"," );"],"type":"text/javascript"}}],"id":"84288dd9-e16e-4515-b5c4-a322617d423c","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/statuses/{{account}}/shipments/{{reference}}?isDetailed=false¤tStatusOnly=false&withPod=false","host":["{{base_url}}"],"path":["v2","statuses","{{account}}","shipments","{{reference}}"],"query":[{"key":"isDetailed","value":"false","description":"Include all information of the shipment. Default is true."},{"key":"currentStatusOnly","value":"false","description":"Include only the last status on shipment level and package level. Default is false."},{"key":"withPod","value":"false","description":"Wether or not to include the POD in the last shipment or collo status (if available). This parameter only works when the parameter 'isDetailed' set to true. Default is false"},{"key":"","value":"","disabled":true}]},"description":"https://devdocs.transsmart.com/#_retrieve_status_for_a_shipment_per_reference_without_detailed_information\r\n\r\nEndpoint expects the {reference} of the shipment as a path parameter at the end of the url.\r\nMake sure to properly urlencode special characters in the shipment reference."},"response":[{"id":"8aae313a-3867-4878-bc37-76df1598f579","name":"Success, with details","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/statuses/{{account}}/shipments/postman-123456?isDetailed=true¤tStatusOnly=false","host":["{{base_url}}"],"path":["v2","statuses","{{account}}","shipments","postman-123456"],"query":[{"key":"isDetailed","value":"true","description":"Include the status history in chronological order, default is true"},{"key":"currentStatusOnly","value":"false","description":"Only include the last status per shipment and collo, not the complete history, this parameter works when the paremeter 'isDetailed' is set to to true, default is false"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:19:02 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"reference\": \"postman-123456\",\n \"accountId\": \"DEVDOCS\",\n \"carrier\": \"EEX\",\n \"costcenter\": \"\",\n \"shipmentStatus\": \"LABL\",\n \"incoterms\": \"\",\n \"trackAndTraceUrl\": \"http://www.dhl-tracknet.nl/cgi-bin-al/UFA100/NL/?type=U&zoekveld=JVGL0568074903267764\",\n \"airwaybill\": \"JVGL0568074903267764\",\n \"requestedDeliveryDateFrom\": \"000000\",\n \"requestedDeliveryDateTo\": \"000000\",\n \"plannedDeliveryDateFrom\": \"12-10-2018 17:00\",\n \"plannedDeliveryDateTo\": \"12-10-2018 00:00\",\n \"price\": 9.14,\n \"pickupDateFrom\": \"11-10-2018 00:00\",\n \"pickupDateTo\": \"11-10-2018 00:00\",\n \"description\": \"\",\n \"instruction\": \"\",\n \"weight\": \"1.00\",\n \"weightUom\": \"KG\",\n \"currency\": \"EUR\",\n \"executingCarrier\": \"EEX\",\n \"inbound\": 0,\n \"pieces\": 1,\n \"service\": \"\",\n \"serviceLevelTime\": \"EUROPLUS\",\n \"value\": 0,\n \"valueCurrency\": \"EUR\",\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"houseNumber\": \"\",\n \"addressLine2\": \"\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contactPerson\": \"\",\n \"contactPhone\": \"\",\n \"contactFax\": \"\",\n \"contactEmail\": \"\",\n \"accountNumber\": \"\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"houseNumber\": \"\",\n \"addressLine2\": \"\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contactPerson\": \"\",\n \"contactPhone\": \"\",\n \"contactFax\": \"\",\n \"contactEmail\": \"\",\n \"accountNumber\": \"\"\n }\n ],\n \"statuses\": [\n {\n \"airwayBill\": \"JVGL0568074903267764\",\n \"code\": \"NEW\",\n \"weight\": \"1.00\",\n \"weightUom\": \"KG\",\n \"pieces\": 1,\n \"incoterms\": \"\",\n \"statusPrice\": 9.14,\n \"statusPriceCurrency\": \"EUR\",\n \"statusSalesPriceCurrency\": \"\",\n \"minimumTransitTime\": 17,\n \"maximumTransitTime\": 17,\n \"printDateTime\": \"2018-10-11 17:19:59.0\",\n \"printUser\": \"developer@documentation.nl\",\n \"statusDate\": \"11-10-2018 17:19\"\n },\n {\n \"airwayBill\": \"JVGL0568074903267764\",\n \"code\": \"LABL\",\n \"weight\": \"1.00\",\n \"weightUom\": \"KG\",\n \"pieces\": 1,\n \"incoterms\": \"\",\n \"statusPrice\": 9.14,\n \"statusPriceCurrency\": \"EUR\",\n \"statusSalesPriceCurrency\": \"\",\n \"minimumTransitTime\": 17,\n \"maximumTransitTime\": 17,\n \"printDateTime\": \"2018-10-11 17:19:59.0\",\n \"printUser\": 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\"height\": 10,\n \"statuses\": [\n {\n \"lineNumber\": 2,\n \"airwayBill\": \"JVGL0568074903267625\",\n \"code\": \"NEW\",\n \"statusDate\": \"11-10-2018 09:02\"\n }\n ]\n }\n ]\n },\n {\n \"reference\": \"postman-123457\",\n \"accountId\": \"DEVDOCS\",\n \"carrier\": \"EEX\",\n \"costcenter\": \"\",\n \"shipmentStatus\": \"ERR\",\n \"airwaybill\": \"\",\n \"price\": 0,\n \"origin\": \"API2\",\n \"pickupDateFrom\": \"11-10-2018 00:00\",\n \"pickupDateTo\": \"11-10-2018 00:00\",\n \"weight\": \"3.00\",\n \"weightUom\": \"KG\",\n \"currency\": \"EUR\",\n \"executingCarrier\": \"EEX\",\n \"inbound\": 0,\n \"pieces\": 3,\n \"serviceLevelTime\": \"EUROPLUS\",\n \"value\": 0,\n \"valueCurrency\": \"EUR\",\n \"addresses\": [\n {\n \"type\": \"RECV\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n },\n {\n \"type\": \"SEND\",\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat 1c\",\n \"city\": \"Tilburg\",\n \"zipCode\": \"5032MD\",\n \"country\": \"NL\"\n }\n ],\n \"statuses\": [\n {\n \"code\": \"ERR\",\n \"weight\": \"3.00\",\n \"weightUom\": \"KG\",\n \"pieces\": 3,\n \"statusPrice\": 0,\n \"minimumTransitTime\": 0,\n \"maximumTransitTime\": 0,\n \"statusDate\": \"11-10-2018 09:03\"\n }\n ],\n \"shipmentLines\": [\n {\n \"lineNumber\": 1,\n \"genericStatusCode\": \"ERR\",\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"statuses\": [\n {\n \"lineNumber\": 1,\n \"code\": \"ERR\",\n \"statusDate\": \"11-10-2018 09:03\"\n }\n ]\n },\n {\n \"lineNumber\": 2,\n \"genericStatusCode\": \"ERR\",\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"statuses\": [\n {\n \"lineNumber\": 2,\n \"code\": \"ERR\",\n \"statusDate\": \"11-10-2018 09:03\"\n }\n ]\n },\n {\n \"lineNumber\": 3,\n \"genericStatusCode\": \"ERR\",\n \"length\": 10,\n \"width\": 10,\n \"height\": 10,\n \"statuses\": [\n {\n \"lineNumber\": 3,\n \"code\": \"ERR\",\n \"statusDate\": \"11-10-2018 09:03\"\n }\n ]\n }\n ]\n }\n ],\n \"contentType\": \"Statuses\",\n \"numberOfItems\": 2\n}"},{"id":"a0a01d60-da8c-4e2a-88d2-0b0bf87a096e","name":"Success, no results","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/statuses/{{account}}/shipments?dateFrom=2018-12-10 14:00:00&dateTo=2018-12-10 17:00:00&carrier=XXX&costCenter&subAccount&maxResults=10&withPod=true&isIncremental=false¤tStatusOnly=true&isDetailed=true","host":["{{base_url}}"],"path":["v2","statuses","{{account}}","shipments"],"query":[{"key":"dateFrom","value":"2018-12-10 14:00:00","description":"Date from, format YYYY-MM-dd HH:mm:ss"},{"key":"dateTo","value":"2018-12-10 17:00:00","description":"Date to, format YYYY-MM-dd HH:mm:ss"},{"key":"carrier","value":"XXX","description":"Filter shipments based on the carriers. Use the carrier code in the transsmart back-end ask your consultant for use, comma seperated list"},{"key":"costCenter","value":null,"description":"Filter shipments based on the cost centers, comma seperated list"},{"key":"subAccount","value":null,"description":"Filter shipments based on (sub) accounts, comma seperated list"},{"key":"maxResults","value":"10","description":"Max shipments to be returned, mandatory"},{"key":"withPod","value":"true","description":"Include the POD in the last shipment or collo status (if available). 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Please check [https://devdocs.transsmart.com/#_5_2_status_stream](https://devdocs.transsmart.com/#_5_2_status_stream) for more information","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"6180a20e-cb5a-4bd1-b526-801c550fe1f9","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"ff99c165-5bc1-4674-8f4a-543867ae7296","type":"text/javascript","exec":[""]}}],"_postman_id":"3718d61a-2ca6-456c-8de8-f8a124fa16d7"},{"name":"6.0 Address book management","item":[{"name":"6.1 Address creation","event":[{"listen":"test","script":{"id":"271f5539-10f3-4cd9-ae00-838703979106","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," 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\"DEVDOCS51766380\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"country\": \"NL\",\n \"contact\": {},\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"\"\n }\n]"},{"id":"670c9130-5366-4b91-ab3c-9cea9d8a4290","name":"Success, multiple addresses","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"[{\r\n \"name\": \"FirstTranssmart_{{$timestamp}}\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"12345\",\r\n \"costCenter\": \"\",\r\n \"type\": \"RECV\",\r\n \"instructions\": \"Don't ring the bell, the door is open\",\r\n \"billingAddress\": {\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n},\r\n{\r\n \"name\": \"SecondTranssmart_{{$timestamp}}\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"12345\",\r\n \"costCenter\": \"\",\r\n \"type\": \"RECV\",\r\n \"instructions\": \"Don't ring the bell, the door is open\",\r\n \"billingAddress\": {\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n}\r\n]"},"url":"{{base_url}}/v2/addresses/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:06:17 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/v2/addresses/DEVDOCS01766350\"\n }\n ],\n \"id\": \"DEVDOCS01766350\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"12345\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"Don't ring the bell, the door is open\",\n \"billingAddress\": {\n \"links\": [],\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"54321\"\n }\n },\n {\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/v2/addresses/DEVDOCS11766352\"\n }\n ],\n \"id\": \"DEVDOCS11766352\",\n \"name\": \"postman-987653\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"12345\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"Don't ring the bell, the door is open\",\n \"billingAddress\": {\n \"links\": [],\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"54321\"\n }\n }\n]"},{"id":"91a016bb-8679-4705-b627-d87b53bd10f9","name":"Success, single address full","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/addresses/{{account}}"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:05:49 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"[\n {\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/v2/addresses/DEVDOCS91766358\"\n }\n ],\n \"id\": \"DEVDOCS91766358\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"12345\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"Don't ring the bell, the door is open\",\n \"billingAddress\": {\n \"links\": [],\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"54321\"\n }\n }\n]"}],"_postman_id":"868da452-f66a-46b9-b2eb-300f082e0c14"},{"name":"6.2a Address retrieval - single","event":[{"listen":"test","script":{"id":"271f5539-10f3-4cd9-ae00-838703979106","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});","postman.clearEnvironmentVariable(\"addressID\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"413e08bd-73b9-4d85-b108-4f7ced4681f5","exec":["// this script creates a new shipment that can be retrieved with a GET in the next step\r","\r","postman.clearEnvironmentVariable(\"addressID\");\r","\r","var moment = require('moment');\r","var temporaryAddress = '[{\"name\":\"postman-'+ moment().format('x') +'\",\"addressLine1\":\"Ellen Pankhurststraat\",\"addressLine2\":\"2nd floor\",\"houseNumber\":\"1c\",\"zipCode\":\"5032MD\",\"city\":\"Tilburg\",\"province\":\"\",\"country\":\"NL\",\"contact\":{\"name\":\"Support\",\"phone\":\"+31(0)88 126 03 03\",\"fax\":\"\",\"email\":\"support@transsmart.com\"},\"accountNumber\":\"12345\",\"costCenter\":\"\",\"type\":\"RECV\",\"instructions\":\"Don\\'t ring the bell, the door is open\",\"billingAddress\":{\"name\":\"Transsmart Finance\",\"addressLine1\":\"Ellen Pankhurststraat\",\"addressLine2\":\"2nd floor\",\"houseNumber\":\"1c\",\"zipCode\":\"5032MD\",\"city\":\"Tilburg\",\"province\":\"\",\"country\":\"NL\",\"contact\":{\"name\":\"Support\",\"phone\":\"+31(0)88 126 03 03\",\"fax\":\"\",\"email\":\"support@transsmart.com\"},\"accountNumber\":\"54321\"}}]';\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/addresses/' + postman.getEnvironmentVariable(\"account\"),\r"," method: 'POST',\r"," header: {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: {\r"," mode: 'raw',\r"," raw: temporaryAddress\r"," }\r"," },\r"," function(err, res) {\r"," if (res.code != 200 && res.code != 201) {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"addressID\", res.json()[0].id);\r"," }\r"," );"],"type":"text/javascript"}}],"id":"551c5d01-59b1-401c-a68e-8de58b8128a3","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{base_url}}/v2/addresses/{{account}}/{{addressID}}","description":"https://devdocs.transsmart.com/#_single_address_retrieval\r\n\r\nRetrieves a single address by using the Transsmart address ID."},"response":[{"id":"3c81d0a6-c211-4f74-b7ff-15b20521bbec","name":"Success","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/addresses/{{account}}/DEVDOCS41745298"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:58:26 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"links\": [],\n \"id\": \"DEVDOCS41745298\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"12345\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"Don't ring the bell, the door is open\",\n \"billingAddress\": {\n \"links\": [],\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"54321\"\n }\n}"},{"id":"9200cb81-aaac-4d81-b444-6562c925aa36","name":"Error, unknown address id","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/addresses/{{account}}/UNKNOWN123456"},"status":"Not Found","code":404,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 15:59:40 GMT"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":""}],"_postman_id":"551c5d01-59b1-401c-a68e-8de58b8128a3"},{"name":"6.2b Address retrieval - multiple","event":[{"listen":"test","script":{"id":"271f5539-10f3-4cd9-ae00-838703979106","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," 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Default is 20."},{"key":"page","value":"1","description":"The batch page number. Default is 1."}]},"description":"https://devdocs.transsmart.com/#_retrieve_multiple_addresses\r\n\r\nRetrieves all addresses in a paged batch response."},"response":[{"id":"eb8c1de5-4737-48e4-80b0-7b8df9681b3b","name":"Success","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/addresses/{{account}}?size=2&page=0","host":["{{base_url}}"],"path":["v2","addresses","{{account}}"],"query":[{"key":"size","value":"2","description":"maximum number of addresses in the result, default 20"},{"key":"page","value":"0","description":"requested results page, default 0"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Thu, 11 Oct 2018 16:00:40 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"content\": [\n {\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/DEVDOCS31744566\"\n }\n ],\n \"id\": \"DEVDOCS31744566\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Beispielstrasse\",\n \"addressLine2\": \"\",\n \"houseNumber\": \"2\",\n \"zipCode\": \"41334\",\n \"city\": \"Kaldenkirchen\",\n \"province\": \"\",\n \"country\": \"DE\",\n \"contact\": {\n \"name\": \"Herr BeispielKontakt\",\n \"phone\": \"+49123456789\",\n \"fax\": \"\",\n \"email\": \"Beispiel@email.de\"\n },\n \"accountNumber\": \"\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"\"\n },\n {\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/DEVDOCS41744568\"\n }\n ],\n \"id\": \"DEVDOCS41744568\",\n \"name\": \"Voorbeeld BV\",\n \"addressLine1\": \"Voorbeeldstraat\",\n \"addressLine2\": \"\",\n \"houseNumber\": \"2\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Dhr. 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Pankhurststraat\",\"addressLine2\":\"2nd floor\",\"houseNumber\":\"1c\",\"zipCode\":\"5032MD\",\"city\":\"Tilburg\",\"province\":\"\",\"country\":\"NL\",\"contact\":{\"name\":\"Support\",\"phone\":\"+31(0)88 126 03 03\",\"fax\":\"\",\"email\":\"support@transsmart.com\"},\"accountNumber\":\"54321\"}}]';\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/addresses/' + postman.getEnvironmentVariable(\"account\"),\r"," method: 'POST',\r"," header: {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: {\r"," mode: 'raw',\r"," raw: temporaryAddress\r"," }\r"," },\r"," function(err, res) {\r"," if (res.code != 200 && res.code != 201) {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"addressID\", res.json()[0].id);\r"," }\r"," );"],"type":"text/javascript"}}],"id":"d32a9b5f-a05f-487f-b0df-aaaf63dcc288","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"PUT","header":[{"key":"Content-Type","name":"Content-Type","type":"text","value":"application/json"}],"body":{"mode":"raw","raw":"{\r\n \"id\" : \"{{addressID}}\",\r\n \"name\": \"postman-update-{{$timestamp}}\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"12345\",\r\n \"costCenter\": \"\",\r\n \"type\": \"RECV\",\r\n \"instructions\": \"Don't ring the bell, the door is open\",\r\n \"billingAddress\": {\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n}"},"url":"{{base_url}}/v2/addresses/{{account}}/{{addressID}}","description":"https://devdocs.transsmart.com/#_updating_addresses\r\n\r\nUpdate an existing address.\r\nThe response will contain the current address details."},"response":[{"id":"884ba939-1d79-42a3-9912-3a061944a42f","name":"Error, unknown address ID","originalRequest":{"method":"PUT","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\r\n \"id\" : \"UNKNOWN123456\",\r\n \"name\": \"updatedTranssmart_{{$timestamp}}\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"12345\",\r\n \"costCenter\": \"\",\r\n \"type\": \"RECV\",\r\n \"instructions\": \"Don't ring the bell, the door is open\",\r\n \"billingAddress\": {\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n}"},"url":"{{base_url}}/v2/addresses/{{account}}/UNKNOWN123456"},"status":"Internal Server Error","code":500,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:24:16 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"timestamp\": 1539343456351,\n \"status\": 500,\n \"error\": \"Internal Server Error\",\n \"exception\": \"java.util.concurrent.CompletionException\",\n \"message\": \"java.lang.NullPointerException\",\n \"path\": \"/v2/addresses/DEVDOCS/UNKNOWN123456\"\n}"},{"id":"c5c2327b-3f03-4478-9e69-f9e941579768","name":"Success","originalRequest":{"method":"PUT","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\r\n \"id\" : 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\"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n}"},"url":"{{base_url}}/v2/addresses/{{account}}/DEVDOCS31766426"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:19:13 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"links\": [\n {\n \"rel\": \"self\",\n \"href\": \"http://accept-api.transsmart.com/v2/addresses/DEVDOCS31766426\"\n }\n ],\n \"id\": \"DEVDOCS31766426\",\n \"name\": \"postman-987654\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"12345\",\n \"costCenter\": \"\",\n \"type\": \"RECV\",\n \"instructions\": \"Don't ring the bell, the door is open\",\n \"billingAddress\": {\n \"links\": [],\n \"name\": \"Transsmart\",\n \"addressLine1\": \"Ellen Pankhurststraat\",\n \"addressLine2\": \"2nd floor\",\n \"houseNumber\": \"1c\",\n \"zipCode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"name\": \"Support\",\n \"phone\": \"+31(0)88 126 03 03\",\n \"fax\": \"\",\n \"email\": \"support@transsmart.com\"\n },\n \"accountNumber\": \"54321\"\n }\n}"},{"id":"fc371dcb-4569-480b-8286-5e00f482b3bd","name":"Error, address ID not in body","originalRequest":{"method":"PUT","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\r\n \"name\": \"updatedTranssmart_{{$timestamp}}\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"12345\",\r\n \"costCenter\": \"\",\r\n \"type\": \"RECV\",\r\n \"instructions\": \"Don't ring the bell, the door is open\",\r\n \"billingAddress\": {\r\n \"name\": \"Transsmart\",\r\n \"addressLine1\": \"Ellen Pankhurststraat\",\r\n \"addressLine2\": \"2nd floor\",\r\n \"houseNumber\": \"1c\",\r\n \"zipCode\": \"5032MD\",\r\n \"city\": \"Tilburg\",\r\n \"province\": \"\",\r\n \"country\": \"NL\",\r\n \"contact\": {\r\n \"name\": \"Support\",\r\n \"phone\": \"+31(0)88 126 03 03\",\r\n \"fax\": \"\",\r\n \"email\": \"support@transsmart.com\"\r\n },\r\n \"accountNumber\": \"54321\"\r\n }\r\n}"},"url":"{{base_url}}/v2/addresses/{{account}}/DEVDOCS51766430"},"status":"Internal Server Error","code":500,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:20:00 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"close"}],"cookie":[],"responseTime":null,"body":"{\n \"timestamp\": 1539343200908,\n \"status\": 500,\n \"error\": \"Internal Server Error\",\n \"exception\": \"java.util.concurrent.CompletionException\",\n \"message\": \"java.lang.NullPointerException\",\n \"path\": \"/v2/addresses/DEVDOCS/DEVDOCS51766430\"\n}"}],"_postman_id":"d32a9b5f-a05f-487f-b0df-aaaf63dcc288"},{"name":"6.4 Address deletion","event":[{"listen":"test","script":{"id":"271f5539-10f3-4cd9-ae00-838703979106","exec":["pm.test(\"Response needs to be empty.\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response is empty"," pm.response.to.have.body(\"\");","});","postman.clearEnvironmentVariable(\"addressID\");",""],"type":"text/javascript"}},{"listen":"prerequest","script":{"id":"413e08bd-73b9-4d85-b108-4f7ced4681f5","exec":["// this script creates a new shipment that can be removed with a DELETE operation in the next step\r","\r","postman.clearEnvironmentVariable(\"addressID\");\r","\r","var moment = require('moment');\r","var temporaryAddress = '[{\"name\":\"postman-'+ moment().format('x') +'\",\"addressLine1\":\"Ellen Pankhurststraat\",\"addressLine2\":\"2nd floor\",\"houseNumber\":\"1c\",\"zipCode\":\"5032MD\",\"city\":\"Tilburg\",\"province\":\"\",\"country\":\"NL\",\"contact\":{\"name\":\"Support\",\"phone\":\"+31(0)88 126 03 03\",\"fax\":\"\",\"email\":\"support@transsmart.com\"},\"accountNumber\":\"12345\",\"costCenter\":\"\",\"type\":\"RECV\",\"instructions\":\"Don\\'t ring the bell, the door is open\",\"billingAddress\":{\"name\":\"Transsmart Finance\",\"addressLine1\":\"Ellen Pankhurststraat\",\"addressLine2\":\"2nd floor\",\"houseNumber\":\"1c\",\"zipCode\":\"5032MD\",\"city\":\"Tilburg\",\"province\":\"\",\"country\":\"NL\",\"contact\":{\"name\":\"Support\",\"phone\":\"+31(0)88 126 03 03\",\"fax\":\"\",\"email\":\"support@transsmart.com\"},\"accountNumber\":\"54321\"}}]';\r","\r","pm.sendRequest(\r"," {\r"," url: postman.getEnvironmentVariable(\"base_url\") + '/v2/addresses/' + postman.getEnvironmentVariable(\"account\"),\r"," method: 'POST',\r"," header: {\r"," 'content-type': 'application/json',\r"," 'Authorization': 'Bearer ' + postman.getEnvironmentVariable(\"token\")\r"," },\r"," body: {\r"," mode: 'raw',\r"," raw: temporaryAddress\r"," }\r"," },\r"," function(err, res) {\r"," if (res.code != 200 && res.code != 201) {\r"," throw {message: \"There was an error, response error code [\" + res.code + \"], error: [\" + err + \"]\"};\r"," }\r"," postman.setEnvironmentVariable(\"addressID\", res.json()[0].id);\r"," }\r"," );"],"type":"text/javascript"}}],"id":"33cf46f4-901c-4aa0-a7e7-792ce6d4bd3a","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/addresses/{{account}}/{{addressID}}","description":"https://devdocs.transsmart.com/#_deleting_addresses\r\n\r\nDelete an existing address by using the Transsmart address ID.\r\nResponds with a http status 200 if deletion was successful."},"response":[{"id":"121002e6-3798-43fd-994a-2ad8f309c5ea","name":"Success","originalRequest":{"method":"DELETE","header":[],"body":{"mode":"raw","raw":""},"url":"{{base_url}}/v2/addresses/{{account}}/DEVDOCS12345"},"status":"OK","code":200,"_postman_previewlanguage":"plain","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:27:46 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The endpoints allows for the address management of shipment receiver addresses and dispatch locations.\r\n","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"0337a968-f03d-4518-b54d-1eba19fd8ab8","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"bbd1dc4b-ab9e-4226-81d9-377fedf6e06d","type":"text/javascript","exec":[""]}}],"_postman_id":"d9a40d36-4ca0-407b-b5f9-50a98f6e79e7"},{"name":"7.0 Account management","item":[{"name":"7.1a Carriers - all","event":[{"listen":"test","script":{"id":"3c50fdcf-d455-48b0-a54f-0e68e1166597","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," 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\\\"SAVER\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 30\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS6\\\",\\\"description\\\": \\\"UPS saver printed return label\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"SAVER\\\",\\\"serviceLevelOther\\\": \\\"PRL\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 31\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL1\\\",\\\"description\\\": \\\"DHL Express\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 32\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL2\\\",\\\"description\\\": \\\"DHL Express with COD\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 33\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL3\\\",\\\"description\\\": \\\"DHL Express saturday delivery\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"SATURDAY\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 34\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL4\\\",\\\"description\\\": \\\"DHL Express midday delivery\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"MIDDAY\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 35\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL5\\\",\\\"description\\\": \\\"DHL Express midday delivery with COD\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"MIDDAY\\\",\\\"serviceLevelOther\\\": 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\\\"EEX\\\",\\\"serviceLevelTime\\\": \\\"EXPRESSER\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 23\n },\n {\n \"value\": \"{\\\"code\\\": \\\"EEX5\\\",\\\"description\\\": \\\"DHL Europlus before 11:00 with COD\\\",\\\"carrier\\\": \\\"EEX\\\",\\\"serviceLevelTime\\\": \\\"EXPRESSER\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 24\n },\n {\n \"value\": \"{\\\"code\\\": \\\"EEX6\\\",\\\"description\\\": \\\"DHL Europlus before 11:00 saturday delivery\\\",\\\"carrier\\\": \\\"EEX\\\",\\\"serviceLevelTime\\\": \\\"EXPRESSER\\\",\\\"serviceLevelOther\\\": \\\"SATURDAY\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 25\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS1\\\",\\\"description\\\": \\\"UPS standard\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"STANDARD\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 26\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS2\\\",\\\"description\\\": \\\"UPS standard with COD\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"STANDARD\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 27\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS3\\\",\\\"description\\\": \\\"UPS standard printed return label\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"STANDARD\\\",\\\"serviceLevelOther\\\": \\\"PRL\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 28\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS4\\\",\\\"description\\\": \\\"UPS saver\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"SAVER\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 29\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS5\\\",\\\"description\\\": \\\"UPS saver with COD\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"SAVER\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 30\n },\n {\n \"value\": \"{\\\"code\\\": \\\"UPS6\\\",\\\"description\\\": \\\"UPS saver printed return label\\\",\\\"carrier\\\": \\\"UPS\\\",\\\"serviceLevelTime\\\": \\\"SAVER\\\",\\\"serviceLevelOther\\\": \\\"PRL\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 31\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL1\\\",\\\"description\\\": \\\"DHL Express\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 32\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL2\\\",\\\"description\\\": \\\"DHL Express with COD\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 33\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL3\\\",\\\"description\\\": \\\"DHL Express saturday delivery\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"EXPRESS\\\",\\\"serviceLevelOther\\\": \\\"SATURDAY\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 34\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL4\\\",\\\"description\\\": \\\"DHL Express midday delivery\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"MIDDAY\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 35\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL5\\\",\\\"description\\\": \\\"DHL Express midday delivery with COD\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"MIDDAY\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 36\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHL6\\\",\\\"description\\\": \\\"DHL Express saturday midday delivery\\\",\\\"carrier\\\": \\\"DHL\\\",\\\"serviceLevelTime\\\": \\\"MIDDAY\\\",\\\"serviceLevelOther\\\": \\\"SATURDAY\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 37\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHP1\\\",\\\"description\\\": \\\"DHL FORYOU\\\",\\\"carrier\\\": \\\"DHP\\\",\\\"serviceLevelTime\\\": \\\"FORYOU\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 38\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHP2\\\",\\\"description\\\": \\\"DHL FORYOU via parcelshop\\\",\\\"carrier\\\": \\\"DHP\\\",\\\"serviceLevelTime\\\": \\\"FORYOU\\\",\\\"serviceLevelOther\\\": \\\"PARCELSHOP\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 39\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHP3\\\",\\\"description\\\": \\\"DHL Parcel connect return\\\",\\\"carrier\\\": \\\"DHP\\\",\\\"serviceLevelTime\\\": \\\"CONNECTRETURN\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 40\n },\n {\n \"value\": \"{\\\"code\\\": \\\"DHP4\\\",\\\"description\\\": \\\"DHL Parcel connect return via parcelshop\\\",\\\"carrier\\\": \\\"DHP\\\",\\\"serviceLevelTime\\\": \\\"CONNECTRETURN\\\",\\\"serviceLevelOther\\\": \\\"PARCELSHOP\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 41\n },\n {\n \"value\": \"{\\\"code\\\": \\\"GLS1\\\",\\\"description\\\": \\\"GLS Business\\\",\\\"carrier\\\": \\\"GLS\\\",\\\"serviceLevelTime\\\": \\\"BUSINESS\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 42\n },\n {\n \"value\": \"{\\\"code\\\": \\\"GLS2\\\",\\\"description\\\": \\\"GLS Business with COD\\\",\\\"carrier\\\": \\\"GLS\\\",\\\"serviceLevelTime\\\": \\\"BUSINESS\\\",\\\"serviceLevelOther\\\": \\\"COD\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 43\n },\n {\n \"value\": \"{\\\"code\\\": \\\"KBO1\\\",\\\"description\\\": \\\"Kariboo! pickup\\\",\\\"carrier\\\": \\\"KBO\\\",\\\"serviceLevelTime\\\": \\\"PICKUP\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 44\n },\n {\n \"value\": \"{\\\"code\\\": \\\"KBO2\\\",\\\"description\\\": \\\"Kariboo! night delivery\\\",\\\"carrier\\\": \\\"KBO\\\",\\\"serviceLevelTime\\\": \\\"NIGHT\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 45\n },\n {\n \"value\": \"{\\\"code\\\": \\\"LMB1\\\",\\\"description\\\": \\\"Landmark Global standard\\\",\\\"carrier\\\": \\\"LMB\\\",\\\"serviceLevelTime\\\": \\\"SHIP\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 46\n },\n {\n \"value\": \"{\\\"code\\\": \\\"LMB2\\\",\\\"description\\\": \\\"Landmark Global standard pickup and go\\\",\\\"carrier\\\": \\\"LMB\\\",\\\"serviceLevelTime\\\": \\\"SHIP\\\",\\\"serviceLevelOther\\\": \\\"PUGO\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 47\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SEM1\\\",\\\"description\\\": \\\"DHL Paket, Europaket national\\\",\\\"carrier\\\": \\\"SEM\\\",\\\"serviceLevelTime\\\": \\\"EPN\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 48\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SEM2\\\",\\\"description\\\": \\\"DHL Paket, Weltpaket\\\",\\\"carrier\\\": \\\"SEM\\\",\\\"serviceLevelTime\\\": \\\"BPI\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 49\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SVT1\\\",\\\"description\\\": \\\"Selektvracht belpakket\\\",\\\"carrier\\\": \\\"SVT\\\",\\\"serviceLevelTime\\\": \\\"BELPAKKET\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 50\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SVT2\\\",\\\"description\\\": \\\"Selektvracht buspakket\\\",\\\"carrier\\\": \\\"SVT\\\",\\\"serviceLevelTime\\\": \\\"BUSPAKKET\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 51\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SVT3\\\",\\\"description\\\": \\\"Selektvracht servicepoint\\\",\\\"carrier\\\": \\\"SVT\\\",\\\"serviceLevelTime\\\": \\\"SERVICEPOINT\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 52\n },\n {\n \"value\": \"{\\\"code\\\": \\\"SVT4\\\",\\\"description\\\": \\\"Selektvracht at home\\\",\\\"carrier\\\": \\\"SVT\\\",\\\"serviceLevelTime\\\": \\\"THUIS\\\",\\\"serviceLevelOther\\\": \\\"\\\",\\\"incoterms\\\": \\\"DAP\\\",\\\"costCenter\\\": \\\"\\\",\\\"mailType\\\": \\\"1\\\"}\",\n \"nr\": 53\n }\n]"},{"id":"b172efb9-28e5-4dcc-a47c-9bbd06bcd664","name":"Success, single","originalRequest":{"method":"GET","header":[],"url":"{{base_url}}/v2/accounts/{{account}}/listsettings/bookingProfiles/1"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 11:48:09 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"code\": \"DPD1\",\n \"description\": \"DPD, CLASSIC\",\n \"carrier\": \"DPD\",\n \"serviceLevelTime\": \"CLASSIC\",\n \"serviceLevelOther\": \"\",\n \"incoterms\": \"DAP\",\n \"costCenter\": \"\",\n \"mailType\": \"1\"\n}"}],"_postman_id":"53cb605a-2151-4496-98b9-4f54e1863b6f"}],"id":"345c7073-63a0-44c6-8192-dbcbf0a6bd00","description":"https://devdocs.transsmart.com/#_account_management\r\n\r\nThis endpoint can be used to retrieve some of the list settings that can be configured in MyTranssmart. It cannot be used for managing the list settings. Only GET operations are supported, either for the complete list of entries or for a single entry.\r\n\r\nSome settings are inherited from the parent account(s), these settings can not be changed/deleted. \r\nThese settings have an index value of -1. \r\n\r\nThe settings are returned as a string formatted json object, so make sure to first unwrap the string and to use the result as a json.","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"27ef77f0-4be1-4943-9927-4863daca83fe","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"018c81aa-4895-4338-95fd-25c99150ff43","type":"text/javascript","exec":[""]}}],"_postman_id":"345c7073-63a0-44c6-8192-dbcbf0a6bd00"},{"name":"8.0 Pick-up / Drop-off location select","item":[{"name":"8.1 Retrieve locations","event":[{"listen":"test","script":{"id":"0a56deda-1609-4ef9-99bf-e83fb7d15250","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"96567b6a-b1aa-4441-bca0-d21aea73e582","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/locations/{{account}}?street=Ellen Pankhurststraat&houseNumber=1&houseNumberExt=c&zipCode=5032MD&city=Tilburg&countryTo=NL&countryFrom=NL&ownLocationOnly=false&email=it@transsmart.com&limit=7&provider=DHP&provider=PNL","host":["{{base_url}}"],"path":["v2","locations","{{account}}"],"query":[{"key":"street","value":"Ellen Pankhurststraat","description":"The street of the reference address."},{"key":"houseNumber","value":"1","description":"The housenumber of the reference address."},{"key":"houseNumberExt","value":"c","description":"The housenumber extension of the reference address."},{"key":"zipCode","value":"5032MD","description":"The zip code of the reference address."},{"key":"city","value":"Tilburg","description":"The city of the reference address."},{"key":"countryTo","value":"NL","description":"The country of the reference address."},{"key":"countryFrom","value":"NL","description":"The country of the sending address."},{"key":"ownLocationOnly","value":"false","description":"Wether or not to return only the accounts' own locations. Default is false."},{"key":"email","value":"it@transsmart.com","description":"The email of the receiver. Might be mandatory for certain carrier service levels (e.g. GLS with second attempt delivery)."},{"key":"limit","value":"7","description":"Max number of locations to return per carrier. Default is 10."},{"key":"provider","value":"DHP","description":"The carrier code to request the available locations"},{"key":"provider","value":"PNL","description":"The carrier code to request the available locations","type":"text"}]},"description":"The endpoint expects address details and a carrier code for an input. The {provider} parameter (carrier code) is optional and can be used in 3 ways:\n* single value : only retrieve locations for a specific provider.\nhttps://devdocs.transsmart.com/#_retrieve_for_a_specified_provider\n* multi value : retrieve locations for each provider; use 1 parameter per provider.\nhttps://devdocs.transsmart.com/#_retrieve_for_multiple_providers\n* empty value : retrieve locations for all your configured providers.\nhttps://devdocs.transsmart.com/#_retrieve_for_all_configured_providers"},"response":[{"id":"860d66eb-e17e-4cbe-8b19-83b1b0532b11","name":"Success, single provider","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/locations/{{account}}?street=Ellen Pankhurststraat&houseNumber=1&houseNumberExt=c&zipCode=5032MD&city=Tilburg&countryFrom=NL&countryTo=NL&ownLocationOnly=false&email=it@transsmart.com&limit=10&provider=DHP","host":["{{base_url}}"],"path":["v2","locations","{{account}}"],"query":[{"key":"street","value":"Ellen Pankhurststraat","description":"The street of the address"},{"key":"houseNumber","value":"1","description":"The housenumber of the address"},{"key":"houseNumberExt","value":"c","description":"The housenumber extension of the address"},{"key":"zipCode","value":"5032MD","description":"The zip code of the address"},{"key":"city","value":"Tilburg","description":"The city of the address"},{"key":"countryFrom","value":"NL","description":"The country of the address"},{"key":"countryTo","value":"NL","description":"The country where the shipment will be delivered"},{"key":"ownLocationOnly","value":"false","description":"Only the accounts 'own locations' are to be returned, true or false, default false"},{"key":"email","value":"it@transsmart.com","description":"The e-mail of the receiver (This is only mandatory for GLS retrieval regarding second attempt delivery)"},{"key":"limit","value":"10","description":"The limit of the results"},{"key":"provider","value":"DHP","description":"The carrier code to request the available locations"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 12:03:48 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"referenceLocation\": {\n \"distance\": 0,\n \"street\": \"Ellen Pankhurststraat\",\n \"streetNo\": \"1\",\n \"streetNoExt\": \"c\",\n \"zipcode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"email\": \"it@transsmart.com\"\n },\n \"hasOpeningHours\": false,\n \"openHours\": [],\n \"coordinates\": [\n 51.5387482,\n 5.046143499999999\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.538748,5.046143\",\n \"countryOfOrigin\": \"NL\"\n },\n \"sources\": [\n {\n \"code\": \"EEX\",\n \"name\": \"DHL Express: spoedlevering wereldwijd\",\n \"logo\": 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\"errors\": {\n \"status\": \"INTERNAL_SERVER_ERROR\",\n \"timestamp\": \"2018-10-12T14:05:17.627\",\n \"code\": \"TS50001\",\n \"message\": \"Failed to retrieve locations\"\n }\n },\n {\n \"code\": \"D4U\",\n \"name\": \"DHL Express: spoedlevering wereldwijd\",\n \"logo\": 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TZ+NLnuxvz/qXfz6Vyi9sWLXS/dJmBDzS5xe2Z/t7xM0f8prL+wQ/N0X3dypkytzsd+h+D8h9nmbwz7Uf8Zhl83SyH3raaBEIZAFLZIeWh/M2IIIKR10wTZqz29xz0IlALqFcDagsZ1v+8/fRWr/0+9BkTEPVXCdtiLml7dh2CXmAJijcXqJEhTyk1Q74VsuTyJcYeOGuL226H/oeh+tcZiu9N1xG/p+sfDK4z+vEZ2IB4kx0P/QfdwBZM3jBGpZJN5dd/AJTI0T66zvA9J87UgPDr3wCQRvEKZMcqjH+66GlVz/WbA6AE619rY/Kdo5RP5vd90ZMaGXJXlKEfONl0eoA80A0zbx3i1ERnqjr/OiFhLuaKX3iK7N+vwreTbbKX/OPHQDtQSzrB0ql8qjrBKhEhdQr3FglGYuInd975E5FMeVw/wMqjXak77fFMG2TO1IAYiImfsvM3AKS9Y4obZ1XruW/udmh//Qbt/26Tza+2paLqWfs169DSGPpu9vfdPuL384Op++KrkaH3+xbJvahC6bP53a/wDiA8DMu/cojlR7rJpnDef/y6CVr/8RbxE010fNsln/9DOyd+bSi1h4ptt8GRW47T8ppSc20gA4AO+nAL0Aq1R0LW/rw9FV//+bBExw+cguWmP58JClD503Qe8QuQpcLGX7Tx+LXHiLeC3b/sAwhiqFYzjXr36VEmR9/3LdD3rkWYTq7vjuf9R6D6V8mUB5DuI37/7jy971iCKXa+9kEGADs/IANBZv//nHHc+Hnre/z7R8AhmLt/gK2Vln3/RVwlou91C2S/q5a89Jv4XYMuYAOKN4xRKWVTu9q7uhKdmbLYo/shIE5VGNqufzD64DTUIV5j5/P+nUm7Td0wSmk1n9J5/2Ttw+kjfiuNI379+jcAqInOvwNOT/0F+/jnzDbunLAxNbIXST9urPz+tXbmPjuw77da1siQC8r0Xz8P5SZWvm8HnQGYvW6Alb9J73xvGjvrvVZv9HKFjxTJXF1rbtg7AwzB/Lv7WPyz3tTeBzUyBMQUPlokvKLu0L8BQE0Jk+HgpXu6OflfDyed3z4NAEEGwpY60dEKPa9dpu1VG0nFt930AXUIhqD2aIbJ9401mmT/DoOePdeZ+18qyWKvoIk2HIf1X29L9Xyvznz9j/7EFO1v3GhuwVvjiN+Nz7cw/Ysjqb4PKmQZe2uRth/bdNGfAUBNd35XwNbvtVD8WLINbD/PfW8P99a/nmHpMz1c/fnHyL+knFQ6u9RQ0Z58DU3dMszW8v4f+i+To+/75+m9dQlmaG6f9xDUvhVSvD3d870H3ekjfl+8zMAHTyY7QJo54vdwo+TzbePEBCm9D2LK5Ol52RKH71iA2SbaQAYAO//kRRBPBUzcUqBOQAulVAyo1hshJYh3+dMGwCgsfqCHhT/q3/fDoBWytPVtMNbsXGfcmOIJki1uaVjjoGe+D7L5CmMPTiY7QOabuA/agFaYevMI67NtKd7ylyXfXmLsoSnINI749es/VbxcL1x4Tk4XbIXpW4dZP9FOjkpqZlMrZOn9kUVy31uBlV0EoHHY+p0Wph4Y3ffz/tv17gt3N+Y6Z5t4graP+P1IH4tf77XzT3VuT463LfzcBNnvvoQjfkdh8b5u5r96OPVH/I7dOUn0kirxjL2JAUDNffmOwfLDXcz9/kDKCp5kaenYYuD2OShBfCn9dqMCXnwSJm8dO135b7+HnuGfmqHtf90knqC5+d4jsPlbLUz//IhnSVwGX/8D/3SWQ29dS0r9NnPPF6D0+3mmPjaaupLX57bB4Btm6XzzWvIsyACgJl4EY1D673km70pX7ffTq57vLBL9rVoy9NnsnF+clFimC2ZuG+JUCk48K5Gn57uWOPy+pN79jpdpnHXEb7FxxG8aihvpQpk9bhzxe4rh7SN+SzR3xO9JKN4yRi3FR/yWyXHoRasMfXgW5gGP+DUAqLkvX5ahePMY1ThK3ZnvA288Qceb1omLu/iLxmH1k52c/G+DKdjvn6WlfYuxB8+a69zhlr+gDcjD1M0jrM+1u+o/xapEREGVsfuK0A3xEjuf928BOmHmZ4c5NdGZ2iN+q0REUYXC/UXoaBzxa+dvAFATX77dMPOuIU49lZ4XwXby73rRKkMfnkuSf/USHv46BKNQeSRi8oNjBPu8Al4y1wljdxaJ/k6VeJqm53uX7k/3fK+2t35mGLt9kvzfKzd/vG0BVn7hEHNfHEh1qd8aGQp3TJJ7hUf8GgDUvAKs/nIns58bTNWLIEn+ja+f9ktM/jEEh4AyTN08SqmUT8W8/+AbTtC5PeKx0995e773K3kmUz7fq2Tr58APnaT7xhWYZOd1L7aP+P2jLJMfGiNDLdWlfgd+ZI6ut60mbSADgJp4EYxA5RsRkx9I14vgdPJ/b5HcK3eR/DPAIJy8s5+l/69nX29/Oj3XefUqQx+agwV2Pte5vcBxId3zvToTAtuH1hm+dwbWG0f87nQKqBtYg+JNyRG/ab0PyuToKKwx/LGZM0f8OvRvAFATX74VmLxpjNJWPlUvgjI5Dr/2JF1v30Xyb3wJbXy2lZl/M7zvRz+qRERhlcJ9k9DZxIjHWdM8J941xKnj6Z3v1XaZ2zqFe4qEo3FS+rrZI37vGGD10a7U3gfbxcnG7y0SDCTB1p7DAKBL+PJd/svuVJ35XiZH+8g6Ix+dgVOXnvyDTqhPhUzePrrvK59tj3iM3T5J7lWXNt+7+sudzP3WgIv+Uq5KxMjbZmj9R1vNbf3cLvn8a+2c+HS6Sz7XyDB64zT515SaawMZAA68RrGbjd9Ix5fvBZP/xycIhuOdVzs7r/cH+mDxl3pYP9Gx79ugTI7DrzlJ9w0rzY14nL3A8f1jBMSW+k2xMjl6X75I/3sWkpLP9Sbug2Go/nWGidvTf8Rv7/cv0Htb45hjl7FcViwF/Fx3/oNQezKk+O5C6mp+V4kYv2GClteWiL996XExCJL/bXk6lwytNxbE7cdFcRWyyYjHPWfN9+50q9chkvne6wuUSnmH/lP+5Z8/VGLsgankCOxmjvjtIJnuu26MzVOtqRrxO/dZaOndYvT+aaiSHPrlJ6MBQDt8EbQDWZi6aYTNhdZUbQMrk6PvFQv0bSf/Ope86CeuQ7AAA9efpF4PWX+knfrJkHo1bPyl+yMI1AmJslUKHysmIx5PNfHCywKtMHvbAMt/0+2Wv1Tn9pAwiBn/8ASZ72zyiN8I6IC5Dx5m8c97U13qNxPWkmOOj9V39QGg/Suof51VoNOm2OuWheBKWLyzh+P3HSFHOTXbwCpkyfeWuPq3HyMzXCc+sQcPf62xIjoH1eMh1bks8VZAXA32zWriuBIQ9VTJv6xMvNrk/zgDVGHjG23J5c85Vpra7F4NyHTUaPnuUvLV28wJd5kkLG98o424HhDm0jn0H1cCModqtFxTSkY/vJ0vv/s84MOOADw38ZngKGz9bp6p+9K1BzwmSA68ubNI5qp6c18/z/JijFeTvysarBMdKSV/b7iPXi4hUCY52ninR/xuaxRFar92A3Lg1H+Khcn1jBdofuSrsbmn/Qc3IJ/i+yAkOe1ykV2N/ml/MwA8F51/H8RzAcV3FKgTpmrhX4UsA/94jvb/bSM56GQvH/zGaH+8Dqzv84YILu3fjxd9BC4rl3ofLB3gNpAB4EDarvl9CGauG2Kt2JGqs763D6rp/fFFiBoHnWS8rJJ0WQaAYNBG2LHtYcFnGh4uwMq/PsTcb6dvD3jQ+MVO/d+HaPkHJwmOwmW/lm21scK72aBTayzy7Erp773RKG60VwGvltR6SO1qorXGFNWl3AdtQLevx1RYaYxAXug61yHIAv0HoymCKrVg5eOdLgLcQcdYj0PYgs4fXCVsh7hygZunAOU/y/LYP7maWjWTyrKfcWP3esf3nKL9+zfI9pcJ2+rJAxNfXte0eiqi9apNWr6nsdhrp+oQdEF9OeDUH3QSxHFqhkkDYqrliOyhCu0/sJ4EvN3OUzemvWqTIWt/2pEEyTS1x2ZEfqRE2ys2k22fzdT570zC1OpXO5PFgq6U39/P+3dsJos718578UEeggjWvtxOrZQhCOPLuj3Cjvp90fFbj3h37ECJPMM/NEPXv1g9f4X42TW/bxyjUs2mdu9vMgpQZ+WRLlYeOdTYr3/5qZAlR5mrPvt4slhrpwEghqA1+eKbuXGY2S+l61CnOiE1Mlz5wW8TdEM8u+vEmHSCERRvLbD09Z5UBd9a41Pwqk8+Dh1JZ77j3zsPHIYTPz3I9GdGrPqYhuf9848ni3TPf/ERjMPyvV089aGjhPv8lNLdfuSF1Gm7amMgslLZs3eIZXL0HFli5OHp5ECYMme+cOLGsFEfnPjpAVYf60pt53/273z2y+xyigAB8ekKh0c/8RQtr76EIkcFWP54Fye/dJg8JQLifd9G2z9jhSyjb5im+2dWkhLHu33HZYAhOPmOfpa+3pOafe8BceOo54Ajtxyn48fWiZ9s8i8Zh1Of7GT2M0PkKBNSt/DTPr3OIXWO3Hecllc1nvfgnJGcI1D6So7Ju8YIqRNRvWyv5XYACNvq9cgjSp/9CyEKqhQeLiYnvB2/QGcxDmu/2s7sbwxdll8Bl9M9kpzrHlF4e5GOf77eXLGfRlnn8h9kmfzwGCG1022ThjaqkKXr6mUG75qFJZIwu5sh68Z2143fPFPmOk33SoUs/a+ap/edS3CCnW/9bJR8rv5ZRPGOMQLqpyt8+j7df8qN0Nv5prXkLINzr2UPsJyMYFXr0ekQezlfyyATJ1uyq24EeMbOok7IFXc8Se7VlfP3xDeO+K3+ZYbi7QVrv6dAiTyDr5ul/45GffedFnmJGy+KU1C8MXlR5Cmn5hVRJSIbVSg8PAntEBf3oPNvlLmeeOd46spcV8jS1rfB6ANTUGqizO12yecqFG9ITvZsYcsv/33b+efounqFwbvOOtL7rOsctEAcBky+ZZSlJ5Mjyi/3PjEmIKzVqS1nMlH7sXXvkou9NOOIQ9+zSvdPNQ6FOfsLYbvmNzB18yiljRbyvgj2feff+7JFRh+eTk42bOal35jmmf0/B1h54hAtlFLT+W8H2SPvOU7u+yrEj++y848bK9/zMH3zCJuLrana7lonTIpd3V0kPBo3NQUUbJ/seWv6TvY8cO9vIqKoSuGhSejgwicZHoLN329h/Yl2uq9cJgwu/w+4mIAwrJO/urQVHfsv3/ZOeYYXHW3AUuMY3LNvngwwAvO39bH4SK8Hv6TgS6DzilMc+ZUJyEM8zc63fMXAEVj79x2c+I0hcimb5imTY+CH5+i6bjX58t+tACjA0oe6mf+D/lTVu99eB1F4a5G21282t/6jDhyFjc+0MvNvXfSXmtD7iouH3ngR8leX+I7/+ihhdLCmb+KYmchtK89iA+Iq5w/9H4XNz7Uw/UsjqSr1e1A7/7bRDY5+6imCwTj5Ethp5789zfMXydGuaZrmCYgpkad9dJ2Re2fgFLDF7of+j0Dp9/JM3jOWunu/Qpaely4lU0An2PkUUB2Cw1B7KqR4W4EYnO7b96F39tlDbw3CznoysnMARdS8Wc5LRrULfPGc/SIYhPrxkIlbx6kTOgy4j213gMf+07fJXFVLFnE28eUfdCZ/Fq8fo7SZrvneKhEhNcbvnyAYipNV7rvt/PuSYlgTNxaokUnV13+ViFxbmbF/Pfm0syl2FKYapz2euH2I9cV2Wtjy4drPoXdkjZGPXzz0BuE57/XagWysILKC1TnWgRIXLpK8PffZAlM3j7Cx0Gbnv887/45ja1z5K08mnX8zX/7bL4nhZIvb8l/0pOpab+92OHLTcVquLe3+UKftfe9dMPOmIdamOlI37x8TULhzgugltebWQcTAEGz+disLv9vnUc/7PORlqDF+f5FggPN3+WxXrGzjYB9yFCeVAKOJN4151zTug0olS75vi+E7TxBEMee93wJgDJbu7mb+a/2+CPZx51ciT/dLlzn6744Tjtab+/JvfO1yrLHF7ZeHUzffWyZH3ysW6L1tCaZp/nTDCzkCqz/fydwXBlN371fIMvzPZuh8y3pyLzTzbsgm98P8p/qSbcEprPB5UJ77KhFHbjxOyw+Xzg95dQiGoHY8ZOrnRohLIUFwEKdxAoIwJlcoD0ZLX+vzzmkUh6mT4dh7Hyfsj4lPnvOv1CC4IikWMXX3qPP++/K2Tq5jhSwDr5lj9MEpgk4uqfMPBpP53olbC6nc4tbau8HYw1PJ8cY73e1wMbWk/kHlf0YU319IXZW0MjkOXbnK0Ednk61g5Sbbow2qf5Nh7X902Pnv99D7/Qv0vmsJpjh/11Y7kIPpd40w94eDjXf4wVNvHPrWNrbRGWX9im00SsiRNz1FzzuWk5XBZy8Oasx9sggTN41TJXLofx+GuApZ6gSM/h/TDLx/LtnfPdVk53/2FrcbRthcakvdUDfA+EeLhFfWdz/0v10oZSupf1Cu5FK3DiIKk0JeF90K9mzaYeuvWqlWIhf+7dPgXyaXhN4Hp6BygdAbAmOw8L5e5v+wn1Y2D+wHXExAmKkT9VerVgFqJMeu71zm8AfmYQ44e9X/9txnD8y8ZYi1iQ47/315DfNkMxXGPzJF91tX4OQlnu529ha3/6c/lUPdY2+aPLPFLdjVmyIZ/j4Mc28/zMq3ulNV62J7K9j4e46T+7sV4scuMQxloTIXnS4pq/1l+zyH8Y9MEh6rX3jo/wrY+mKeqYccvT1bVL7gyQgH6+ZpyW1R+MVJyJEM/YdPfwlyNJn7nP2tQef991nyr5FJAtxLVijcM0nue8vJV16zw7zJzUBwJZR+N5fKLW4l8nS/ZInDH5pPtrhV2fXCP47C2n9oZ+bXh0nbaGGJPIM/fILum1bPLwHb/M2mfRv+sxR+cpK2N25cMPQGfVB+JMfj//xqSuTJUT4dGg7sCECtTvZkJYoKtxQP9M1Tq2foeOkpsseqSXGYc5PjGFT+NJ1zn5e7EnlC6oz8yxmGbjsBvSRD3lxCx9fY5x2fhIlbxqmRSdVIT5WIfEuJsYemIGxui9tF22MYqt/MUHx3+uoflMnRMbTGyD0nYJXd1T8oQa5Q9ut/X3b+OXpevMTh989fvK5DHWonQvp/6iTZQxZvioEgiMn01uajvp9d9C7abFSGC57eSkEXUIHJG8Yol3PW/N5HnV2NDIdevMrwe2do++FNmKfpbX5Pu9bbW9zePsxasSN1W/7qhBTuLJK9pkr86O6//IOO5O+YvGGMrbWWFNY/qCf1D0bi5k97PNcatF6zSa6rTHklT8aFgPvmOmdbKhQ+MQnRxUNvvACtL9+i9bXWbjgnPS1F8ZTt0Cjr9fQXYAQMwtz1h1n+Zo91/veBOiEVsrR0bDF6/RR9P7EIvcCTENcvsfPfdhRWHjrE3G8PpG6ap0Se4R+bofOta8m+513epkEGGE3KXC890pOqMtdP2wr2uj2ofwDEGxAejel9wyLFT44bAPbJu6BOyBV3Pkn0smep6xA1Srnb1z39vg6IouAg7gKsQbzExfdGN+Y+1z/dxvSn0jf3efldrkyS9qkw9BOzHP5XJ4leUoUTZ63qDi79XgiOQOWPIoofTOkWtyOrDN99Aha5tLUP57QHV8Dm51uY/sV0lbnergLX94oFet/dqH+wF8Ve6sAi9N+4wPIXu1ib6kzVzpDL8+M1dyb0Hr/A9Yoau1f8Zrv481KjFm39cf6AfewHxGsBLX97k6AVzgvzjbnP2t8kx5wGWPP7he34M+RzZXp/dJG+/32RllduwTpJ4oe92eK22TjitxqlrrRtJmhscetqVD3L7LI9BqFeDJi4JSlznZb2OL0VrHuT0Qcb9Q/Wdv/13/jLiZchGI858m8neOINx9haaTEEvJCh92gj9J5b1yFudP7tUHokR70Wum7rIvd0kK+3RE+88diB+r23yDPw6pMU/v1kslf0nC//oD25gSZvTN/c5+WgTkiVDBDQ0r1F/z+Zp+/HF8i9rJI86MXGcP9uL8n2FrcBmP3pAZa/1Z2q+u4xATUyXHH7cfI/UE62uGV22R6tQDtMv2mYjfl01T84vRXso0Uy31G/9C1/F5OBuAi5aypc9Z8f56mfOcqpJzrJUibjB8LzGnqjoMr4Jybg0AXqOsTJTp5T/6aDJ2+9woXbF3l3hNRpffHm8IGqA1AmR/uhDUbunU7+i9I5HUkIFGDhPb0s/olH/D5fN+P2fF5MQDao0P2KVbpfs0zntafIXF2DTWDyrI4/2JP/4zNb3P7jcOrm/cvkOPyDJ+m+cRUm2H2p3wAYh+W7uzj51YFUtkfhX561Fey5OOU0SEZZsi+pctVvPsGJjw6x8Ou9lMgTUSXjyWrPS+gdv30iqetw7rx/Ldm1Vf1/MxTfk1TwtPN/ZtFBaaCkiEeNIw8fJ3PVBSqk1SA4BltfyDP1sMUinsvrEBOc7vgDYnIdZVr/9iadr1qj/e+t0fJ3StANLEI8yZl53GDPfgiCEaj9dYbiz6bziN+2/g1G759OjqveZPelfq+A0n/PMvmRdNY/6PnOJQ7feRJm2X39g2cKSUFyTwY9McMPzNDzxkUWP93Hyhc7Ka22NAYLaqm6p9J0nQf/wSzdN61AkfNL/R5K/py8cYzSVt7R22e6lTMxQTaOo4NQEGF7ZfD42yZo/adb5yfHOCkWUf1WxJNvuYIK2QNfLGIv2vxCf0ZUyPZUyBfKtH3PBi1/a4u2794ge7QKPcAasJzMuT7txbuXN387xGsBT71pnPWN5GjXtFzr7Wp04w9MEIzFe3PKXw/UJjI89eYrKJEnTyk17VEjQy5fpvCJImQhnn2OOv+zhY01AavQck2Jke+dZuBtGU59pZO1P+lg8+utVE5mqZB92lfouX9q56pEdAyuMXL/TLIG6JzQG0RAN5y4aYD5P+8nT4kqFrq92Ls5rgXU18MwynVe/ivcK/Ush19+kv7bFi64MjjIAhk4eW8/5a0cHZ1r3iW7eDkG2ZiwpU7mUJ1MT5Wov0p2uEJ2uEp2rET+6hLR4Tp0AVlgieShXnl+fj4OweL93aw/1kFH51pqXshxHFANIoZ/cobWf7i1N0PdEZCH+fv7KC3lU3Xv1+OQMKxTeG+R6Jomj/jdg9GAOCYZcQghGq7Rc90yPRvL1GcCth5tofxUjtJEnmoxS3U5Q3U+oraegSrElQBqAQSGgZ1c5yhbpfDxIsFwTPzkBa5zL2z+TisLv9lHW/sGmdDpmGcKAGFYJ+qrVoPKlzOrQOdl/QvXArKDVchDfOr8mycIIa5AeTpH2F4nCH0oL+VLcrtDCfN1gtY4SeW5pIOhpdHZbCadPSWIa40w9nxqBL/KVBZyEEb1dLVxANFoLVnlXt6D0ZEQqEJ5OkvYFqfq3o/rAUEmJhqrJQt6a7zg276CTON+b2/8pwJskCxgLSfvmbgcUC+FUDUA7PQ6h7k6mZF68pFwoWuchep0RFwNCFudetnhs/+RIP4Wl30AIGh0OBebK228WIP2ZCTAEbpL71iJGy/ieuOfG3/GtX3Urtsn/mVTdq2Dxs+72ej8wz1sj8bulzS2x37p/C8WsIKQM7UqgsY/Z866nnr261xvXOeL7QCqQ9DS+NCwTXf63N8ZxacOVOJ5xs7rvG2BumxfKPFmYzTicruXL7U9Ni6TALrf1Bu7V/TcXuewEYqt2bbz/j8gDG0GSZIOHgOAJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSdCkBILIZJEk6WP1/CLTaDpIkHSidQRzHNoMkSQdtCMAmkCTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAki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\",\n 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TZ+NLnuxvz/qXfz6Vyi9sWLXS/dJmBDzS5xe2Z/t7xM0f8prL+wQ/N0X3dypkytzsd+h+D8h9nmbwz7Uf8Zhl83SyH3raaBEIZAFLZIeWh/M2IIIKR10wTZqz29xz0IlALqFcDagsZ1v+8/fRWr/0+9BkTEPVXCdtiLml7dh2CXmAJijcXqJEhTyk1Q74VsuTyJcYeOGuL226H/oeh+tcZiu9N1xG/p+sfDK4z+vEZ2IB4kx0P/QfdwBZM3jBGpZJN5dd/AJTI0T66zvA9J87UgPDr3wCQRvEKZMcqjH+66GlVz/WbA6AE619rY/Kdo5RP5vd90ZMaGXJXlKEfONl0eoA80A0zbx3i1ERnqjr/OiFhLuaKX3iK7N+vwreTbbKX/OPHQDtQSzrB0ql8qjrBKhEhdQr3FglGYuInd975E5FMeVw/wMqjXak77fFMG2TO1IAYiImfsvM3AKS9Y4obZ1XruW/udmh//Qbt/26Tza+2paLqWfs169DSGPpu9vfdPuL384Op++KrkaH3+xbJvahC6bP53a/wDiA8DMu/cojlR7rJpnDef/y6CVr/8RbxE010fNsln/9DOyd+bSi1h4ptt8GRW47T8ppSc20gA4AO+nAL0Aq1R0LW/rw9FV//+bBExw+cguWmP58JClD503Qe8QuQpcLGX7Tx+LXHiLeC3b/sAwhiqFYzjXr36VEmR9/3LdD3rkWYTq7vjuf9R6D6V8mUB5DuI37/7jy971iCKXa+9kEGADs/IANBZv//nHHc+Hnre/z7R8AhmLt/gK2Vln3/RVwlou91C2S/q5a89Jv4XYMuYAOKN4xRKWVTu9q7uhKdmbLYo/shIE5VGNqufzD64DTUIV5j5/P+nUm7Td0wSmk1n9J5/2Ttw+kjfiuNI379+jcAqInOvwNOT/0F+/jnzDbunLAxNbIXST9urPz+tXbmPjuw77da1siQC8r0Xz8P5SZWvm8HnQGYvW6Alb9J73xvGjvrvVZv9HKFjxTJXF1rbtg7AwzB/Lv7WPyz3tTeBzUyBMQUPlokvKLu0L8BQE0Jk+HgpXu6OflfDyed3z4NAEEGwpY60dEKPa9dpu1VG0nFt930AXUIhqD2aIbJ9401mmT/DoOePdeZ+18qyWKvoIk2HIf1X29L9Xyvznz9j/7EFO1v3GhuwVvjiN+Nz7cw/Ysjqb4PKmQZe2uRth/bdNGfAUBNd35XwNbvtVD8WLINbD/PfW8P99a/nmHpMz1c/fnHyL+knFQ6u9RQ0Z58DU3dMszW8v4f+i+To+/75+m9dQlmaG6f9xDUvhVSvD3d870H3ekjfl+8zMAHTyY7QJo54vdwo+TzbePEBCm9D2LK5Ol52RKH71iA2SbaQAYAO//kRRBPBUzcUqBOQAulVAyo1hshJYh3+dMGwCgsfqCHhT/q3/fDoBWytPVtMNbsXGfcmOIJki1uaVjjoGe+D7L5CmMPTiY7QOabuA/agFaYevMI67NtKd7ylyXfXmLsoSnINI749es/VbxcL1x4Tk4XbIXpW4dZP9FOjkpqZlMrZOn9kUVy31uBlV0EoHHY+p0Wph4Y3ffz/tv17gt3N+Y6Z5t4graP+P1IH4tf77XzT3VuT463LfzcBNnvvoQjfkdh8b5u5r96OPVH/I7dOUn0kirxjL2JAUDNffmOwfLDXcz9/kDKCp5kaenYYuD2OShBfCn9dqMCXnwSJm8dO135b7+HnuGfmqHtf90knqC5+d4jsPlbLUz//IhnSVwGX/8D/3SWQ29dS0r9NnPPF6D0+3mmPjaaupLX57bB4Btm6XzzWvIsyACgJl4EY1D673km70pX7ffTq57vLBL9rVoy9NnsnF+clFimC2ZuG+JUCk48K5Gn57uWOPy+pN79jpdpnHXEb7FxxG8aihvpQpk9bhzxe4rh7SN+SzR3xO9JKN4yRi3FR/yWyXHoRasMfXgW5gGP+DUAqLkvX5ahePMY1ThK3ZnvA288Qceb1omLu/iLxmH1k52c/G+DKdjvn6WlfYuxB8+a69zhlr+gDcjD1M0jrM+1u+o/xapEREGVsfuK0A3xEjuf928BOmHmZ4c5NdGZ2iN+q0REUYXC/UXoaBzxa+dvAFATX77dMPOuIU49lZ4XwXby73rRKkMfnkuSf/USHv46BKNQeSRi8oNjBPu8Al4y1wljdxaJ/k6VeJqm53uX7k/3fK+2t35mGLt9kvzfKzd/vG0BVn7hEHNfHEh1qd8aGQp3TJJ7hUf8GgDUvAKs/nIns58bTNWLIEn+ja+f9ktM/jEEh4AyTN08SqmUT8W8/+AbTtC5PeKx0995e773K3kmUz7fq2Tr58APnaT7xhWYZOd1L7aP+P2jLJMfGiNDLdWlfgd+ZI6ut60mbSADgJp4EYxA5RsRkx9I14vgdPJ/b5HcK3eR/DPAIJy8s5+l/69nX29/Oj3XefUqQx+agwV2Pte5vcBxId3zvToTAtuH1hm+dwbWG0f87nQKqBtYg+JNyRG/ab0PyuToKKwx/LGZM0f8OvRvAFATX74VmLxpjNJWPlUvgjI5Dr/2JF1v30Xyb3wJbXy2lZl/M7zvRz+qRERhlcJ9k9DZxIjHWdM8J941xKnj6Z3v1XaZ2zqFe4qEo3FS+rrZI37vGGD10a7U3gfbxcnG7y0SDCTB1p7DAKBL+PJd/svuVJ35XiZH+8g6Ix+dgVOXnvyDTqhPhUzePrrvK59tj3iM3T5J7lWXNt+7+sudzP3WgIv+Uq5KxMjbZmj9R1vNbf3cLvn8a+2c+HS6Sz7XyDB64zT515SaawMZAA68RrGbjd9Ix5fvBZP/xycIhuOdVzs7r/cH+mDxl3pYP9Gx79ugTI7DrzlJ9w0rzY14nL3A8f1jBMSW+k2xMjl6X75I/3sWkpLP9Sbug2Go/nWGidvTf8Rv7/cv0Htb45hjl7FcViwF/Fx3/oNQezKk+O5C6mp+V4kYv2GClteWiL996XExCJL/bXk6lwytNxbE7cdFcRWyyYjHPWfN9+50q9chkvne6wuUSnmH/lP+5Z8/VGLsgankCOxmjvjtIJnuu26MzVOtqRrxO/dZaOndYvT+aaiSHPrlJ6MBQDt8EbQDWZi6aYTNhdZUbQMrk6PvFQv0bSf/Ope86CeuQ7AAA9efpF4PWX+knfrJkHo1bPyl+yMI1AmJslUKHysmIx5PNfHCywKtMHvbAMt/0+2Wv1Tn9pAwiBn/8ASZ72zyiN8I6IC5Dx5m8c97U13qNxPWkmOOj9V39QGg/Suof51VoNOm2OuWheBKWLyzh+P3HSFHOTXbwCpkyfeWuPq3HyMzXCc+sQcPf62xIjoH1eMh1bks8VZAXA32zWriuBIQ9VTJv6xMvNrk/zgDVGHjG23J5c85Vpra7F4NyHTUaPnuUvLV28wJd5kkLG98o424HhDm0jn0H1cCModqtFxTSkY/vJ0vv/s84MOOADw38ZngKGz9bp6p+9K1BzwmSA68ubNI5qp6c18/z/JijFeTvysarBMdKSV/b7iPXi4hUCY52ninR/xuaxRFar92A3Lg1H+Khcn1jBdofuSrsbmn/Qc3IJ/i+yAkOe1ykV2N/ml/MwA8F51/H8RzAcV3FKgTpmrhX4UsA/94jvb/bSM56GQvH/zGaH+8Dqzv84YILu3fjxd9BC4rl3ofLB3gNpAB4EDarvl9CGauG2Kt2JGqs763D6rp/fFFiBoHnWS8rJJ0WQaAYNBG2LHtYcFnGh4uwMq/PsTcb6dvD3jQ+MVO/d+HaPkHJwmOwmW/lm21scK72aBTayzy7Erp773RKG60VwGvltR6SO1qorXGFNWl3AdtQLevx1RYaYxAXug61yHIAv0HoymCKrVg5eOdLgLcQcdYj0PYgs4fXCVsh7hygZunAOU/y/LYP7maWjWTyrKfcWP3esf3nKL9+zfI9pcJ2+rJAxNfXte0eiqi9apNWr6nsdhrp+oQdEF9OeDUH3QSxHFqhkkDYqrliOyhCu0/sJ4EvN3OUzemvWqTIWt/2pEEyTS1x2ZEfqRE2ys2k22fzdT570zC1OpXO5PFgq6U39/P+3dsJos718578UEeggjWvtxOrZQhCOPLuj3Cjvp90fFbj3h37ECJPMM/NEPXv1g9f4X42TW/bxyjUs2mdu9vMgpQZ+WRLlYeOdTYr3/5qZAlR5mrPvt4slhrpwEghqA1+eKbuXGY2S+l61CnOiE1Mlz5wW8TdEM8u+vEmHSCERRvLbD09Z5UBd9a41Pwqk8+Dh1JZ77j3zsPHIYTPz3I9GdGrPqYhuf9848ni3TPf/ERjMPyvV089aGjhPv8lNLdfuSF1Gm7amMgslLZs3eIZXL0HFli5OHp5ECYMme+cOLGsFEfnPjpAVYf60pt53/273z2y+xyigAB8ekKh0c/8RQtr76EIkcFWP54Fye/dJg8JQLifd9G2z9jhSyjb5im+2dWkhLHu33HZYAhOPmOfpa+3pOafe8BceOo54Ajtxyn48fWiZ9s8i8Zh1Of7GT2M0PkKBNSt/DTPr3OIXWO3Hecllc1nvfgnJGcI1D6So7Ju8YIqRNRvWyv5XYACNvq9cgjSp/9CyEKqhQeLiYnvB2/QGcxDmu/2s7sbwxdll8Bl9M9kpzrHlF4e5GOf77eXLGfRlnn8h9kmfzwGCG1022ThjaqkKXr6mUG75qFJZIwu5sh68Z2143fPFPmOk33SoUs/a+ap/edS3CCnW/9bJR8rv5ZRPGOMQLqpyt8+j7df8qN0Nv5prXkLINzr2UPsJyMYFXr0ekQezlfyyATJ1uyq24EeMbOok7IFXc8Se7VlfP3xDeO+K3+ZYbi7QVrv6dAiTyDr5ul/45GffedFnmJGy+KU1C8MXlR5Cmn5hVRJSIbVSg8PAntEBf3oPNvlLmeeOd46spcV8jS1rfB6ANTUGqizO12yecqFG9ITvZsYcsv/33b+efounqFwbvOOtL7rOsctEAcBky+ZZSlJ5Mjyi/3PjEmIKzVqS1nMlH7sXXvkou9NOOIQ9+zSvdPNQ6FOfsLYbvmNzB18yiljRbyvgj2feff+7JFRh+eTk42bOal35jmmf0/B1h54hAtlFLT+W8H2SPvOU7u+yrEj++y848bK9/zMH3zCJuLrana7lonTIpd3V0kPBo3NQUUbJ/seWv6TvY8cO9vIqKoSuGhSejgwicZHoLN329h/Yl2uq9cJgwu/w+4mIAwrJO/urQVHfsv3/ZOeYYXHW3AUuMY3LNvngwwAvO39bH4SK8Hv6TgS6DzilMc+ZUJyEM8zc63fMXAEVj79x2c+I0hcimb5imTY+CH5+i6bjX58t+tACjA0oe6mf+D/lTVu99eB1F4a5G21282t/6jDhyFjc+0MvNvXfSXmtD7iouH3ngR8leX+I7/+ihhdLCmb+KYmchtK89iA+Iq5w/9H4XNz7Uw/UsjqSr1e1A7/7bRDY5+6imCwTj5Ethp5789zfMXydGuaZrmCYgpkad9dJ2Re2fgFLDF7of+j0Dp9/JM3jOWunu/Qpaely4lU0An2PkUUB2Cw1B7KqR4W4EYnO7b96F39tlDbw3CznoysnMARdS8Wc5LRrULfPGc/SIYhPrxkIlbx6kTOgy4j213gMf+07fJXFVLFnE28eUfdCZ/Fq8fo7SZrvneKhEhNcbvnyAYipNV7rvt/PuSYlgTNxaokUnV13+ViFxbmbF/Pfm0syl2FKYapz2euH2I9cV2Wtjy4drPoXdkjZGPXzz0BuE57/XagWysILKC1TnWgRIXLpK8PffZAlM3j7Cx0Gbnv887/45ja1z5K08mnX8zX/7bL4nhZIvb8l/0pOpab+92OHLTcVquLe3+UKftfe9dMPOmIdamOlI37x8TULhzgugltebWQcTAEGz+disLv9vnUc/7PORlqDF+f5FggPN3+WxXrGzjYB9yFCeVAKOJN4151zTug0olS75vi+E7TxBEMee93wJgDJbu7mb+a/2+CPZx51ciT/dLlzn6744Tjtab+/JvfO1yrLHF7ZeHUzffWyZH3ysW6L1tCaZp/nTDCzkCqz/fydwXBlN371fIMvzPZuh8y3pyLzTzbsgm98P8p/qSbcEprPB5UJ77KhFHbjxOyw+Xzg95dQiGoHY8ZOrnRohLIUFwEKdxAoIwJlcoD0ZLX+vzzmkUh6mT4dh7Hyfsj4lPnvOv1CC4IikWMXX3qPP++/K2Tq5jhSwDr5lj9MEpgk4uqfMPBpP53olbC6nc4tbau8HYw1PJ8cY73e1wMbWk/kHlf0YU319IXZW0MjkOXbnK0Ednk61g5Sbbow2qf5Nh7X902Pnv99D7/Qv0vmsJpjh/11Y7kIPpd40w94eDjXf4wVNvHPrWNrbRGWX9im00SsiRNz1FzzuWk5XBZy8Oasx9sggTN41TJXLofx+GuApZ6gSM/h/TDLx/LtnfPdVk53/2FrcbRthcakvdUDfA+EeLhFfWdz/0v10oZSupf1Cu5FK3DiIKk0JeF90K9mzaYeuvWqlWIhf+7dPgXyaXhN4Hp6BygdAbAmOw8L5e5v+wn1Y2D+wHXExAmKkT9VerVgFqJMeu71zm8AfmYQ44e9X/9txnD8y8ZYi1iQ47/315DfNkMxXGPzJF91tX4OQlnu529ha3/6c/lUPdY2+aPLPFLdjVmyIZ/j4Mc28/zMq3ulNV62J7K9j4e46T+7sV4scuMQxloTIXnS4pq/1l+zyH8Y9MEh6rX3jo/wrY+mKeqYccvT1bVL7gyQgH6+ZpyW1R+MVJyJEM/YdPfwlyNJn7nP2tQef991nyr5FJAtxLVijcM0nue8vJV16zw7zJzUBwJZR+N5fKLW4l8nS/ZInDH5pPtrhV2fXCP47C2n9oZ+bXh0nbaGGJPIM/fILum1bPLwHb/M2mfRv+sxR+cpK2N25cMPQGfVB+JMfj//xqSuTJUT4dGg7sCECtTvZkJYoKtxQP9M1Tq2foeOkpsseqSXGYc5PjGFT+NJ1zn5e7EnlC6oz8yxmGbjsBvSRD3lxCx9fY5x2fhIlbxqmRSdVIT5WIfEuJsYemIGxui9tF22MYqt/MUHx3+uoflMnRMbTGyD0nYJXd1T8oQa5Q9ut/X3b+OXpevMTh989fvK5DHWonQvp/6iTZQxZvioEgiMn01uajvp9d9C7abFSGC57eSkEXUIHJG8Yol3PW/N5HnV2NDIdevMrwe2do++FNmKfpbX5Pu9bbW9zePsxasSN1W/7qhBTuLJK9pkr86O6//IOO5O+YvGGMrbWWFNY/qCf1D0bi5k97PNcatF6zSa6rTHklT8aFgPvmOmdbKhQ+MQnRxUNvvACtL9+i9bXWbjgnPS1F8ZTt0Cjr9fQXYAQMwtz1h1n+Zo91/veBOiEVsrR0bDF6/RR9P7EIvcCTENcvsfPfdhRWHjrE3G8PpG6ap0Se4R+bofOta8m+513epkEGGE3KXC890pOqMtdP2wr2uj2ofwDEGxAejel9wyLFT44bAPbJu6BOyBV3Pkn0smep6xA1Srnb1z39vg6IouAg7gKsQbzExfdGN+Y+1z/dxvSn0jf3efldrkyS9qkw9BOzHP5XJ4leUoUTZ63qDi79XgiOQOWPIoofTOkWtyOrDN99Aha5tLUP57QHV8Dm51uY/sV0lbnergLX94oFet/dqH+wF8Ve6sAi9N+4wPIXu1ib6kzVzpDL8+M1dyb0Hr/A9Yoau1f8Zrv481KjFm39cf6AfewHxGsBLX97k6AVzgvzjbnP2t8kx5wGWPP7he34M+RzZXp/dJG+/32RllduwTpJ4oe92eK22TjitxqlrrRtJmhscetqVD3L7LI9BqFeDJi4JSlznZb2OL0VrHuT0Qcb9Q/Wdv/13/jLiZchGI858m8neOINx9haaTEEvJCh92gj9J5b1yFudP7tUHokR70Wum7rIvd0kK+3RE+88diB+r23yDPw6pMU/v1kslf0nC//oD25gSZvTN/c5+WgTkiVDBDQ0r1F/z+Zp+/HF8i9rJI86MXGcP9uL8n2FrcBmP3pAZa/1Z2q+u4xATUyXHH7cfI/UE62uGV22R6tQDtMv2mYjfl01T84vRXso0Uy31G/9C1/F5OBuAi5aypc9Z8f56mfOcqpJzrJUibjB8LzGnqjoMr4Jybg0AXqOsTJTp5T/6aDJ2+9woXbF3l3hNRpffHm8IGqA1AmR/uhDUbunU7+i9I5HUkIFGDhPb0s/olH/D5fN+P2fF5MQDao0P2KVbpfs0zntafIXF2DTWDyrI4/2JP/4zNb3P7jcOrm/cvkOPyDJ+m+cRUm2H2p3wAYh+W7uzj51YFUtkfhX561Fey5OOU0SEZZsi+pctVvPsGJjw6x8Ou9lMgTUSXjyWrPS+gdv30iqetw7rx/Ldm1Vf1/MxTfk1TwtPN/ZtFBaaCkiEeNIw8fJ3PVBSqk1SA4BltfyDP1sMUinsvrEBOc7vgDYnIdZVr/9iadr1qj/e+t0fJ3StANLEI8yZl53GDPfgiCEaj9dYbiz6bziN+2/g1G759OjqveZPelfq+A0n/PMvmRdNY/6PnOJQ7feRJm2X39g2cKSUFyTwY9McMPzNDzxkUWP93Hyhc7Ka22NAYLaqm6p9J0nQf/wSzdN61AkfNL/R5K/py8cYzSVt7R22e6lTMxQTaOo4NQEGF7ZfD42yZo/adb5yfHOCkWUf1WxJNvuYIK2QNfLGIv2vxCf0ZUyPZUyBfKtH3PBi1/a4u2794ge7QKPcAasJzMuT7txbuXN387xGsBT71pnPWN5GjXtFzr7Wp04w9MEIzFe3PKXw/UJjI89eYrKJEnTyk17VEjQy5fpvCJImQhnn2OOv+zhY01AavQck2Jke+dZuBtGU59pZO1P+lg8+utVE5mqZB92lfouX9q56pEdAyuMXL/TLIG6JzQG0RAN5y4aYD5P+8nT4kqFrq92Ls5rgXU18MwynVe/ivcK/Ush19+kv7bFi64MjjIAhk4eW8/5a0cHZ1r3iW7eDkG2ZiwpU7mUJ1MT5Wov0p2uEJ2uEp2rET+6hLR4Tp0AVlgieShXnl+fj4OweL93aw/1kFH51pqXshxHFANIoZ/cobWf7i1N0PdEZCH+fv7KC3lU3Xv1+OQMKxTeG+R6Jomj/jdg9GAOCYZcQghGq7Rc90yPRvL1GcCth5tofxUjtJEnmoxS3U5Q3U+oraegSrElQBqAQSGgZ1c5yhbpfDxIsFwTPzkBa5zL2z+TisLv9lHW/sGmdDpmGcKAGFYJ+qrVoPKlzOrQOdl/QvXArKDVchDfOr8mycIIa5AeTpH2F4nCH0oL+VLcrtDCfN1gtY4SeW5pIOhpdHZbCadPSWIa40w9nxqBL/KVBZyEEb1dLVxANFoLVnlXt6D0ZEQqEJ5OkvYFqfq3o/rAUEmJhqrJQt6a7zg276CTON+b2/8pwJskCxgLSfvmbgcUC+FUDUA7PQ6h7k6mZF68pFwoWuchep0RFwNCFudetnhs/+RIP4Wl30AIGh0OBebK228WIP2ZCTAEbpL71iJGy/ieuOfG3/GtX3Urtsn/mVTdq2Dxs+72ej8wz1sj8bulzS2x37p/C8WsIKQM7UqgsY/Z866nnr261xvXOeL7QCqQ9DS+NCwTXf63N8ZxacOVOJ5xs7rvG2BumxfKPFmYzTicruXL7U9Ni6TALrf1Bu7V/TcXuewEYqt2bbz/j8gDG0GSZIOHgOAJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSZACQJEkGAEmSdCkBILIZJEk6WP1/CLTaDpIkHSidQRzHNoMkSQdtCMAmkCTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgwAkiTJACBJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAkiQZACRJkgFAki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\"errors\": {\n \"status\": \"INTERNAL_SERVER_ERROR\",\n \"timestamp\": \"2018-10-12T14:05:17.857\",\n \"code\": \"TS50001\",\n \"message\": \"Failed to retrieve locations\"\n }\n },\n {\n \"code\": \"SEM\",\n \"name\": \"DHL Global Mail\",\n \"logo\": 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\"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"08:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5263588,\n 5.0234202\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.526359,5.023420\"\n },\n {\n \"distance\": 3.011,\n \"name\": \"Leo Parts\",\n \"street\": \"Tilburgseweg\",\n \"streetNo\": \"49\",\n \"zipcode\": \"5051AA\",\n \"city\": \"Goirle\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-505105\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"13:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"20:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5213269,\n 5.06706056\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.521327,5.067061\"\n },\n {\n \"distance\": 3.255,\n \"name\": \"HomerrPoint Ton vd klundert Fietsenwinke\",\n \"street\": \"Watertoren\",\n \"streetNo\": \"4\",\n \"zipcode\": \"5038NR\",\n \"city\": \"TILBURG\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-503805\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"08:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"08:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"20:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"08:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"08:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"08:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": [{\\\"type\\\":\\\"holiday\\\",\\\"fromDate\\\":\\\"2018-07-18\\\",\\\"toDate\\\":\\\"2018-08-08\\\"}]\",\n \"coordinates\": [\n 51.5577749,\n 5.06867185\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.557775,5.068672\"\n },\n {\n \"distance\": 3.34,\n \"name\": \"Jumper Tilburg\",\n \"street\": \"Nieuwstraat\",\n \"streetNo\": \"274\",\n \"zipcode\": \"5025GC\",\n \"city\": \"Tilburg\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-502502\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5508385,\n 5.07390679\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.550839,5.073907\"\n },\n {\n \"distance\": 3.595,\n \"name\": \"Used Products Tilburg\",\n \"street\": \"Westermarkt\",\n \"streetNo\": \"15\",\n \"zipcode\": \"5042MC\",\n \"city\": \"Tilburg\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-504203\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"11:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"20:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"10:00\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5702674,\n 5.0540313\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.570267,5.054031\"\n },\n {\n \"distance\": 3.802,\n \"name\": \"HomerrPoint 2-gethair Kapsalon wimperext\",\n \"street\": \"Kwaadeindstraat\",\n \"streetNo\": \"127\",\n \"zipcode\": \"5041JL\",\n \"city\": \"TILBURG\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-504103\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"20:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"09:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"08:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"16:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"08:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5664815,\n 5.06650813\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.566482,5.066508\"\n },\n {\n \"distance\": 3.828,\n \"name\": \"Cartridge Europe Tilburg\",\n \"street\": \"Bredaseweg\",\n \"streetNo\": \"70\",\n \"zipcode\": \"5038NH\",\n \"city\": \"Tilburg\",\n \"country\": \"NL\",\n \"servicePointId\": \"NL-503806\",\n \"hasOpeningHours\": true,\n \"openHours\": [\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Mon\",\n \"day\": \"Monday\",\n \"morning\": {\n \"openning\": \"13:00\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Tue\",\n \"day\": \"Tuesday\",\n \"morning\": {\n \"openning\": \"09:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Wed\",\n \"day\": \"Wednesday\",\n \"morning\": {\n \"openning\": \"09:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Thur\",\n \"day\": \"Thursday\",\n \"morning\": {\n \"openning\": \"09:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"18:00\"\n },\n \"dayShortName\": \"Fri\",\n \"day\": \"Friday\",\n \"morning\": {\n \"openning\": \"09:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"17:00\"\n },\n \"dayShortName\": \"Sat\",\n \"day\": \"Saturday\",\n \"morning\": {\n \"openning\": \"09:30\",\n \"closing\": \"\"\n }\n },\n {\n \"afternoon\": {\n \"openning\": \"\",\n \"closing\": \"\"\n },\n \"dayShortName\": \"Sun\",\n \"day\": \"Sunday\",\n \"morning\": {\n \"openning\": \"\",\n \"closing\": \"\"\n }\n }\n ],\n \"extraInfo\": \"\\\"closure Periods\\\": []\",\n \"coordinates\": [\n 51.5551953,\n 5.07668485\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.555195,5.076685\"\n }\n ]\n }\n ]\n}"},{"id":"fd3671f3-7014-43b4-a6d3-bb1fbd3c7bb4","name":"Success, no results","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/locations/{{account}}?street=Ellen Pankhurststraat&houseNumber=1&houseNumberExt=c&zipCode=5032MD&city=Tilburg&countryFrom=NL&countryTo=NL&ownLocationOnly=false&email=it@transsmart.com&limit=10&provider=XXX","host":["{{base_url}}"],"path":["v2","locations","{{account}}"],"query":[{"key":"street","value":"Ellen Pankhurststraat","description":"The street of the address"},{"key":"houseNumber","value":"1","description":"The housenumber of the address"},{"key":"houseNumberExt","value":"c","description":"The housenumber extension of the address"},{"key":"zipCode","value":"5032MD","description":"The zip code of the address"},{"key":"city","value":"Tilburg","description":"The city of the address"},{"key":"countryFrom","value":"NL","description":"The country of the address"},{"key":"countryTo","value":"NL","description":"The country where the shipment will be delivered"},{"key":"ownLocationOnly","value":"false","description":"Only the accounts 'own locations' are to be returned, true or false, default false"},{"key":"email","value":"it@transsmart.com","description":"The e-mail of the receiver (This is only mandatory for GLS retrieval regarding second attempt delivery)"},{"key":"limit","value":"10","description":"The limit of the results"},{"key":"provider","value":"XXX","description":"The carrier code to request the available locations"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"X-Application-Context","value":"TGatewayService:accept:8111"},{"key":"Date","value":"Fri, 12 Oct 2018 12:06:06 GMT"},{"key":"Content-Type","value":"application/json;charset=UTF-8"},{"key":"Transfer-Encoding","value":"chunked"}],"cookie":[],"responseTime":null,"body":"{\n \"referenceLocation\": {\n \"distance\": 0,\n \"street\": \"Ellen Pankhurststraat\",\n \"streetNo\": \"1\",\n \"streetNoExt\": \"c\",\n \"zipcode\": \"5032MD\",\n \"city\": \"Tilburg\",\n \"province\": \"\",\n \"country\": \"NL\",\n \"contact\": {\n \"email\": \"it@transsmart.com\"\n },\n \"hasOpeningHours\": false,\n \"openHours\": [],\n \"coordinates\": [\n 51.5387482,\n 5.046143499999999\n ],\n \"googleMapsUrl\": \"http://maps.google.com/maps?q=51.538748,5.046143\",\n \"countryOfOrigin\": \"NL\"\n },\n \"sources\": []\n}"}],"_postman_id":"96567b6a-b1aa-4441-bca0-d21aea73e582"}],"id":"71afbd3a-4ebf-4dfa-a80d-236de1362367","description":"https://devdocs.transsmart.com/#_pick_up_locations_determination\r\n\r\nThis endpoint returns the locations the closest to the reference address. The actual data is fetched in real-time from the providers' backend.\r\nIf no provider (carrier) is selected, the system will try to forward the request to all providers configured for your account and supporting location selection.\r\n\r\nIf multiple or all configured providers are requested, the API executes the requests simultaneously to the carriers. This multithreaded request will wait for all carriers to have returned their info or to have timed out.\r\n\r\nSince the fetching of locations is done in real-time and carrier response times might be slightly higher than expected, latency can occur. As the requests are multithreaded and are returned on success or timeout (10 seconds) of the requested carriers, it can occur that a noticeable latency of a single carrier will influence the result of the multiple requested carriers.\r\nTherefor, if possible, we encourage you to implement the execution of multiple requests per single carrier. This will allow you to dynamicly build up the check-out page as results flow in.\r\n\r\nBesides the actual data, the response also contains the carrier logo and a datamarker icon as base64 encoded string.","auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"dc634f51-ac3e-40f9-a268-2fa28e6cff7e","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"bcb8fe6f-f51d-4c01-860c-28e7fbd63429","type":"text/javascript","exec":[""]}}],"_postman_id":"71afbd3a-4ebf-4dfa-a80d-236de1362367"},{"name":"9.0 Reports","item":[{"name":"9.1 Shipment Counters","event":[{"listen":"test","script":{"id":"e28701ed-2207-48a6-9673-30a19e321e17","exec":["pm.test(\"Response must be valid and have a json result body\", function () {"," // assert that the status code is 200 - ok"," pm.response.to.be.ok;"," // assert that the response has a valid JSON body"," pm.response.to.be.withBody;"," // assert that the response body can be parsed as a json"," pm.response.to.be.json;","});",""],"type":"text/javascript"}}],"id":"2bdb3208-fc57-4f85-8008-1d0be9350767","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":{"raw":"{{base_url}}/v2/reports/{{account}}/shipmentcounter?startDate=2020-09-01&endDate=2020-09-30&consolidateAccounts=false&consolidateCarriers=false&account=DEMO,DEMOSUB","host":["{{base_url}}"],"path":["v2","reports","{{account}}","shipmentcounter"],"query":[{"key":"startDate","value":"2020-09-01","description":"The start date of the period to report."},{"key":"endDate","value":"2020-09-30","description":"The included end date of the period to report. Optional. Defaults to today."},{"key":"consolidateAccounts","value":"false","description":"When true, results are consolidated on account level. Otherwise, results are split per (sub)account. Optional. Defaults to true."},{"key":"consolidateCarriers","value":"false","description":"When true, results are consolidate on carrier level. Otherwise, results are split per carrier. Optional. Defaults to true."},{"key":"account","value":"DEMO,DEMOSUB","description":"Comma-separated list of (sub)accounts to use as a filter for the results. Defaults to account doing the API call."}]},"description":"This resource reports the number of shipments and the corresponding shipment types that the account booked during the selected time period.\nShipment type can either be parcel or pallet.\nThe 2 consolidation parameters (consolidateAccounts and consolidateCarriers) can be used to get more insight on sub-account and carrier level.\n\nThe max allowed report period is 1 year, i.e. the time between startDate and endDate."},"response":[],"_postman_id":"2bdb3208-fc57-4f85-8008-1d0be9350767"}],"id":"48b42a8e-7225-4bfd-b122-6a5a19630759","_postman_id":"48b42a8e-7225-4bfd-b122-6a5a19630759"}],"auth":{"type":"bearer","bearer":{"token":"{{token}}"}},"event":[{"listen":"prerequest","script":{"id":"4b0d6e96-6762-4df5-805c-3b56344a80f6","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"6759666f-d9bf-4784-b545-4844a0af3820","type":"text/javascript","exec":[""]}}]}