From 2c9d95ca7158356861553dccdaa54b4e46175950 Mon Sep 17 00:00:00 2001 From: Ashley Harwood Date: Tue, 10 Jun 2025 14:25:36 +1000 Subject: [PATCH] test: update dcc e2e tests --- e2e/constant.ts | 6 +- .../issue_workflow_test/DCC/issueDCC.cy.ts | 5 +- .../issue_workflow_test/DFR/issueDFR.cy.ts | 3 +- .../issue_workflow_test/DIA/issueDIA.cy.ts | 3 +- e2e/cypress/fixtures/app-config.json | 534 ++++-------------- 5 files changed, 132 insertions(+), 419 deletions(-) diff --git a/e2e/constant.ts b/e2e/constant.ts index 95f0b209f..0cce7d2a6 100644 --- a/e2e/constant.ts +++ b/e2e/constant.ts @@ -21,6 +21,6 @@ export const MOVE_TO_NEXT_FACILITY = 'Move to Next Facility'; export const TRACEABILITY_LINK_TYPE = 'http://localhost:3000/gs1/01/09359502000034/21/123456'; export const DPP_LINK_TYPE = 'http://localhost:3000/gs1/01/09359502000034/10/6789?linkType=gs1:sustainabilityInfo'; -export const DCC_LINK_TYPE = 'http://localhost:3000/gs1/01/09359502000034'; -export const DFR_LINK_TYPE = 'http://localhost:3000/gs1/gln/1321202290648'; -export const DIA_LINK_TYPE = 'http://localhost:3000/gs1/01/09359502000010'; +export const DCC_LINK_TYPE = 'http://localhost:3000/gs1/01/09520123456788/10/6789/21/12345678?linkType=gs1:certificationInfo'; +export const DFR_LINK_TYPE = 'http://localhost:3000/gs1/gln/1321202290648?linkType=gs1:locationInfo'; +export const DIA_LINK_TYPE = 'http://localhost:3000/gs1/01/09359502000010?linkType=gs1:registryEntry'; diff --git a/e2e/cypress/e2e/issue_workflow_test/DCC/issueDCC.cy.ts b/e2e/cypress/e2e/issue_workflow_test/DCC/issueDCC.cy.ts index f5aafe49d..47300131d 100644 --- a/e2e/cypress/e2e/issue_workflow_test/DCC/issueDCC.cy.ts +++ b/e2e/cypress/e2e/issue_workflow_test/DCC/issueDCC.cy.ts @@ -1,3 +1,4 @@ +import { DCC_LINK_TYPE } from 'constant'; import IssuePage from 'cypress/page/issuePage'; class DCCIssueFlow extends IssuePage { @@ -11,7 +12,7 @@ class DCCIssueFlow extends IssuePage { } testUNTPTestSuite() { - this.runUntpTest('digitalConformityCredential', 'v0.5.0'); + this.runUntpTest('digitalConformityCredential', 'v0.6.0'); } } @@ -31,7 +32,7 @@ describe('Issue DCC end-to-end testing flow', () => { }); it('Verify linkType for DCC', () => { - dccTest.verifyLinkType('http://localhost:3000/gs1/01/09359502000034'); + dccTest.verifyLinkType(DCC_LINK_TYPE); }); it('Runs testing UNTP test suite for DCC', () => { diff --git a/e2e/cypress/e2e/issue_workflow_test/DFR/issueDFR.cy.ts b/e2e/cypress/e2e/issue_workflow_test/DFR/issueDFR.cy.ts index 5c4b1d143..37e9902c0 100644 --- a/e2e/cypress/e2e/issue_workflow_test/DFR/issueDFR.cy.ts +++ b/e2e/cypress/e2e/issue_workflow_test/DFR/issueDFR.cy.ts @@ -1,3 +1,4 @@ +import { DFR_LINK_TYPE } from 'constant'; import IssuePage from 'cypress/page/issuePage'; class DFRIssueFlow extends IssuePage { @@ -31,7 +32,7 @@ describe('Issue DFR end-to-end testing flow', () => { }); it('Verify linkType for DFR', () => { - dfrTest.verifyLinkType('http://localhost:3000/gs1/gln/1321202290648'); + dfrTest.verifyLinkType(DFR_LINK_TYPE); }); it('Runs testing UNTP test suite for DFR', () => { diff --git a/e2e/cypress/e2e/issue_workflow_test/DIA/issueDIA.cy.ts b/e2e/cypress/e2e/issue_workflow_test/DIA/issueDIA.cy.ts index b768bff88..fefabf0ba 100644 --- a/e2e/cypress/e2e/issue_workflow_test/DIA/issueDIA.cy.ts +++ b/e2e/cypress/e2e/issue_workflow_test/DIA/issueDIA.cy.ts @@ -1,3 +1,4 @@ +import { DIA_LINK_TYPE } from 'constant'; import IssuePage from 'cypress/page/issuePage'; class DIAIssueFlow extends IssuePage { @@ -31,7 +32,7 @@ describe('Issue DIA end-to-end testing flow', () => { }); it('Verify linkType for DIA', () => { - diaTest.verifyLinkType('http://localhost:3000/gs1/01/09359502000010?linkType=gs1:registryEntry'); + diaTest.verifyLinkType(DIA_LINK_TYPE); }); it('Runs testing UNTP test suite for DIA', () => { diff --git a/e2e/cypress/fixtures/app-config.json b/e2e/cypress/fixtures/app-config.json index ec01296c0..641f6b4ce 100644 --- a/e2e/cypress/fixtures/app-config.json +++ b/e2e/cypress/fixtures/app-config.json @@ -17,27 +17,26 @@ "features": [ { "name": "Generate DCC", - "id": "11tE2M0NwAPFJO0biCDwO", + "id": "produce_dcc", "components": [ { "name": "JsonForm", "type": "EntryData", "props": { "schema": { - "url": "https://jargon.sh/user/unece/ConformityCredential/v/working/artefacts/jsonSchemas/ConformityAttestation.json?class=ConformityAttestation" + "url": "https://jargon.sh/user/unece/ConformityCredential/v/0.6.0/artefacts/jsonSchemas/ConformityAttestation.json?class=ConformityAttestation" }, "data": { "type": ["ConformityAttestation", "Attestation"], - "id": "https://exampleCAB.com/01/09359502000034", - "name": "Conformity attestation Name e.g. Product GHG Footprint certificate in accordance with GBA Rulebook.", - "assessorLevel": "Self", - "assessmentLevel": "GovtApproval", + "id": "https://sample-certifiers.com/attestations/12345", + "name": "Carbon Lifecycle assessment 12345567", + "assessorLevel": "3rdParty", + "assessmentLevel": "Accredited", "attestationType": "certification", - "description": "Attestation description SampleCAB Inc attests that the product class LiFePO4 EV batteries manufactured at Sample battery facility have reported GHG foorptint that conform to the GBA rulebook version 1.5.", + "description": "A life-cycle assessment of the battery emissions intensity according to the Global Battery Alliance rule-book.", "issuedToParty": { - "type": ["Party"], "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", - "name": "ABC Example Company PTY LTD", + "name": "Example Company Pty Ltd", "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], @@ -50,46 +49,16 @@ { "type": ["Endorsement"], "id": "https://authority.gov/schemeABC/123456789", - "name": "Endorsement name e.g. Accreditation of certifiers.com under the Australian National Greenhouse and Energy Reporting scheme (NGER)", + "name": "Accreditation of certifiers.com under the Australian National Greenhouse and Energy Reporting scheme (NGER)", "trustmark": { - "type": ["BinaryFile"], - "fileName": "GHG protocol trust mark", - "fileType": "image/png", - "file": "iVBORw0KGgoAAAANSUhEUgAAADkAAAA2CAYAAAB9TjFQAAAABGdBTUEAAi/9H3pWy6vI9uFdAAAAAElFTkSuQmCC" + "fileName": "Clean Energy Regulator", + "fileType": "image/jpg", + "file": 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" }, "issuingAuthority": { - "type": ["Identifier"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "Authorising Entity", - "registeredId": "12345", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - } - }, - "endorsementEvidence": { - "type": ["Link"], - "linkURL": "https://files.example-certifier.com/1234567.json", - "linkName": "GBA rule book conformity certificate", - "linkType": "https://test.uncefact.org/vocabulary/linkTypes/dcc" - } - }, - { - "type": ["Endorsement"], - "id": "https://authority.gov/schemeABC/123456789", - "name": "Endorsement name e.g. Accreditation of certifiers.com under the Australian National Greenhouse and Energy Reporting scheme (NGER)", - "trustmark": { - "type": ["BinaryFile"], - "fileName": "GHG protocol trust mark", - "fileType": "image/png", - "file": "iVBORw0KGgoAAAANSUhEUgAAADkAAAA2CAYAAAB9TjFQAAAABGdBTUEAAi/9H3pWy6vI9uFdAAAAAElFTkSuQmCC" - }, - "issuingAuthority": { - "type": ["Identifier"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "Authorising Entity", - "registeredId": "12345", + "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", + "name": "Example Company Pty Ltd", + "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], "id": "https://id.gs1.org/01/", @@ -97,7 +66,6 @@ } }, "endorsementEvidence": { - "type": ["Link"], "linkURL": "https://files.example-certifier.com/1234567.json", "linkName": "GBA rule book conformity certificate", "linkType": "https://test.uncefact.org/vocabulary/linkTypes/dcc" @@ -105,32 +73,29 @@ } ], "conformityCertificate": { - "type": ["SecureLink", "Link"], "linkURL": "https://files.example-certifier.com/1234567.json", "linkName": "GBA rule book conformity certificate", "linkType": "https://test.uncefact.org/vocabulary/linkTypes/dcc", "hashDigest": "6239119dda5bd4c8a6ffb832fe16feaa5c27b7dba154d24c53d4470a2c69adc2", "hashMethod": "SHA-256", - "encryptionMethod": "none" + "encryptionMethod": "AES" }, "auditableEvidence": { - "type": ["SecureLink", "Link"], "linkURL": "https://files.example-certifier.com/1234567.json", "linkName": "GBA rule book conformity certificate", "linkType": "https://test.uncefact.org/vocabulary/linkTypes/dcc", "hashDigest": "6239119dda5bd4c8a6ffb832fe16feaa5c27b7dba154d24c53d4470a2c69adc2", "hashMethod": "SHA-256", - "encryptionMethod": "none" + "encryptionMethod": "AES" }, "scope": { "type": ["ConformityAssessmentScheme", "Standard"], "id": "https://www.globalbattery.org/media/publications/gba-rulebook-v2.0-master.pdf", "name": "GBA Battery Passport Greenhouse Gas Rulebook - V.2.0", "issuingParty": { - "type": ["Identifier"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "12345", + "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", + "name": "Example Company Pty Ltd", + "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], "id": "https://id.gs1.org/01/", @@ -139,7 +104,6 @@ }, "issueDate": "2023-12-05", "trustmark": { - "type": ["BinaryFile"], "fileName": "GHG protocol trust mark", "fileType": "image/png", "file": "iVBORw0KGgoAAAANSUhEUgAAADkAAAA2CAYAAAB9TjFQAAAABGdBTUEAAi/9H3pWy6vI9uFdAAAAAElFTkSuQmCC" @@ -148,17 +112,18 @@ "assessment": [ { "type": ["ConformityAssessment", "Declaration"], - "assessmentDate": "2024-04-25", + "description": "A standardised disclosure of the battery's greenhouse gas emissions intensity, calculated in accordance with the Global Battery Alliance Battery Passport Greenhouse Gas Rulebook V.2.0.", + "assessmentDate": "2024-03-15", "id": "https://exampleCAB.com/38f73303-a39e-45a7-b8b7-e73517548f27/01", + "name": "Product GHG Footprint certificate in accordance with GBA Rulebook.", "referenceStandard": { "type": ["Standard"], "id": "https://www.globalbattery.org/media/publications/gba-rulebook-v2.0-master.pdf", - "name": "GBA Battery Passport", + "name": "GBA Battery Passport Greenhouse Gas Rulebook - V.2.0", "issuingParty": { - "type": ["Identifier"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "12345", + "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", + "name": "Example Company Pty Ltd", + "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], "id": "https://id.gs1.org/01/", @@ -170,13 +135,12 @@ "referenceRegulation": { "type": ["Regulation"], "id": "https://www.legislation.gov.au/F2008L02309/latest/versions", - "name": "National Greenhouse", + "name": "National Greenhouse and Energy Reporting (Measurement) Determination", "jurisdictionCountry": "AU", "administeredBy": { - "type": ["Identifier"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "12345", + "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", + "name": "Example Company Pty Ltd", + "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], "id": "https://id.gs1.org/01/", @@ -189,234 +153,72 @@ { "type": ["Criterion"], "id": "https://www.globalbattery.org/media/publications/gba-rulebook-v2.0-master.pdf#BatteryAssembly", - "name": "GBA Battery rule book v2.0 battery assembly guidelines", - "thresholdValues": [ - { - "type": ["Metric"], - "metricName": "emissions intensity", - "metricValue": { - "type": ["Measure"], - "value": 1.8, - "unit": "kg" - }, - "score": "BB", - "accuracy": 0.05 - }, - { - "type": ["Metric"], - "metricName": "emissions footprint", - "metricValue": { - "type": ["Measure"], - "value": 12, - "unit": "kg" - }, - "score": "BB", - "accuracy": 0.05 - } - ] - }, - { - "type": ["Criterion"], - "id": "https://www.globalbattery.org/media/publications/gba-rulebook-v2.0-master.pdf#BatteryAssembly", - "name": "Other battery assessment criteria rulebook", - "thresholdValues": [ - { - "type": ["Metric"], - "metricName": "emissions intensity", - "metricValue": { - "type": ["Measure"], - "value": 1.8, - "unit": "kg" - }, - "score": "BB", - "accuracy": 0.05 + "name": "GBA Battery rule book v2.0 battery assembly guidelines.", + "description": "Battery is designed for easy disassembly and recycling at end-of-life.", + "conformityTopic": "environment.waste", + "status": "proposed", + "subCriterion": [], + "thresholdValue": { + "metricName": "GHG emissions intensity", + "metricValue": { + "value": 10, + "unit": "KGM" }, - { - "type": ["Metric"], - "metricName": "emissions footprint", - "metricValue": { - "type": ["Measure"], - "value": 12, - "unit": "kg" - }, - "score": "BB", - "accuracy": 0.05 - } - ] + "score": "BB", + "accuracy": 0.05 + }, + "performanceLevel": "\"Category 3 recyclable with 73% recyclability\"", + "tags": "The quick brown fox jumps over the lazy dog." } ], "declaredValue": [ { - "type": ["Metric"], - "metricName": "emissions intensity", - "metricValue": { - "type": ["Measure"], - "value": 10, - "unit": "kg" - }, - "score": "BB", - "accuracy": 0.05 - }, - { - "type": ["Metric"], - "metricName": "emissions footprint", + "metricName": "GHG emissions intensity", "metricValue": { - "type": ["Measure"], "value": 10, - "unit": "kg" + "unit": "KGM" }, "score": "BB", "accuracy": 0.05 } ], "conformance": true, - "conformityTopic": "environment.energy", + "conformityTopic": "environment.emissions", "assessedProduct": [ { - "type": ["Product"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "09520123456788.21.12345", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - }, - "serialNumber": "12345678", - "batchNumber": "6789", - "IDverifiedByCAB": true - }, - { - "type": ["Product"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "09520123456788.21.12345", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - }, - "serialNumber": "12345678", - "batchNumber": "6789", - "IDverifiedByCAB": true - }, - { - "type": ["Product"], - "id": "https://id.gs1.org/01/09520123456788/21/12345", - "name": "EV battery 300Ah.", - "registeredId": "09520123456788.21.12345", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" + "product": { + "id": "https://id.gs1.org/01/09520123456788/10/6789/21/12345678", + "name": "EV battery 300Ah.", + "registeredId": "09520123456788.10.6789.21.12345678", + "idScheme": { + "type": ["IdentifierScheme"], + "id": "https://id.gs1.org/01/", + "name": "Global Trade Identification Number (GTIN)" + }, + "batchNumber": "6789", + "serialNumber": "12345678" }, - "serialNumber": "12345678", - "batchNumber": "6789", "IDverifiedByCAB": true } ], "assessedFacility": [ { - "type": ["Facility"], - "id": "https://sample-facility-register.com/1234567", - "name": "Greenacres battery factory", - "registeredId": "1234567", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - }, - "locationInformation": { - "type": ["Location"], - "plusCode": "https://plus.codes/8CGRC78W+MM", - "geoLocation": { - "type": "Point", - "coordinates": [12.34, 56.78, 90.12] - }, - "geoBoundary": { - "type": "Polygon", - "coordinates": [[[12.34, 56.78, 90.12]]] - } - }, - "address": { - "type": ["Address"], - "streetAddress": "level 11, 15 London Circuit", - "postalCode": "2601", - "addressLocality": "Acton", - "addressRegion": "ACT", - "addressCountry": "AU" - }, - "IDverifiedByCAB": true - }, - { - "type": ["Facility"], - "id": "https://sample-facility-register.com/1234567", - "name": "Greenacres battery factory", - "registeredId": "1234567", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - }, - "locationInformation": { - "type": ["Location"], - "plusCode": "https://plus.codes/8CGRC78W+MM", - "geoLocation": { - "type": "Point", - "coordinates": [12.34, 56.78, 90.12] - }, - "geoBoundary": { - "type": "Polygon", - "coordinates": [[[12.34, 56.78, 90.12]]] + "facility": { + "id": "https://sample-facility-register.com/1234567", + "name": "Greenacres battery factory", + "registeredId": "1234567", + "idScheme": { + "type": ["IdentifierScheme"], + "id": "https://id.gs1.org/01/", + "name": "Global Trade Identification Number (GTIN)" } }, - "address": { - "type": ["Address"], - "streetAddress": "level 11, 15 London Circuit", - "postalCode": "2601", - "addressLocality": "Acton", - "addressRegion": "ACT", - "addressCountry": "AU" - }, - "IDverifiedByCAB": true - }, - { - "type": ["Facility"], - "id": "https://sample-facility-register.com/1234567", - "name": "Greenacres battery factory", - "registeredId": "1234567", - "idScheme": { - "type": ["IdentifierScheme"], - "id": "https://id.gs1.org/01/", - "name": "Global Trade Identification Number (GTIN)" - }, - "locationInformation": { - "type": ["Location"], - "plusCode": "https://plus.codes/8CGRC78W+MM", - "geoLocation": { - "type": "Point", - "coordinates": [12.34, 56.78, 90.12] - }, - "geoBoundary": { - "type": "Polygon", - "coordinates": [[[12.34, 56.78, 90.12]]] - } - }, - "address": { - "type": ["Address"], - "streetAddress": "level 11, 15 London Circuit", - "postalCode": "2601", - "addressLocality": "Acton", - "addressRegion": "ACT", - "addressCountry": "AU" - }, "IDverifiedByCAB": true } ], "assessedOrganisation": { - "type": ["Party"], "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", - "name": "Sample Company Pty Ltd.", + "name": "Example Company Pty Ltd", "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], @@ -426,9 +228,8 @@ "description": "A leading electric energy storage company" }, "auditor": { - "type": ["Party"], "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", - "name": "Auditor Name", + "name": "Example Company Pty Ltd", "registeredId": "90664869327", "idScheme": { "type": ["IdentifierScheme"], @@ -439,22 +240,6 @@ } } ] - }, - "constructData": { - "mappingFields": [], - "dummyFields": [], - "generationFields": [ - { - "path": "/eventID", - "handler": "generateIdWithSerialNumber" - } - ] - }, - "className": "json-form", - "style": { - "margin": "40px auto", - "paddingTop": "40px", - "width": "80%" } } }, @@ -472,19 +257,32 @@ "vckit": { "vckitAPIUrl": "http://localhost:3332/v2", "issuer": { + "type": ["CredentialIssuer"], "id": "did:web:uncefact.github.io:project-vckit:test-and-development", - "name": "Orchard Facility" + "name": "Example Company Pty Ltd", + "issuerAlsoKnownAs": [ + { + "id": "https://abr.business.gov.au/ABN/View?abn=90664869327", + "name": "Example Company Pty Ltd.", + "registeredId": "90664869327", + "idScheme": { + "type": ["IdentifierScheme"], + "id": "https://abr.business.gov.au/ABN/", + "name": "Australian Business Number (ABN)" + } + } + ] }, "headers": { "Authorization": "Bearer test123" } }, "digitalConformityCredential": { - "context": ["https://test.uncefact.org/vocabulary/untp/dcc/0.6.0-beta7/"], + "context": ["https://test.uncefact.org/vocabulary/untp/dcc/0.6.0/"], "renderTemplate": [ { - "template": " DigitalConformityCredential
CONFORMITY CREDENTIAL

{{credentialSubject.name}}

Issued to: {{credentialSubject.issuedToParty.name}}

{{credentialSubject.description}}

Level of independent assurance:

{{credentialSubject.assessorLevel}}

Type of authority endorsement:

{{credentialSubject.assessmentLevel}}

Type of the attestation credential:

{{credentialSubject.attestationType}}
Auditable evidence
Conformity Assessment Scheme
Printable certificate
Assessments

The list of specific assessments made within this conformity attestation.

{{#each credentialSubject.assessment}}

{{conformityTopic}}

Declared values
{{#each declaredValue}}
Name
{{metricName}}
Value
{{metricValue.value}}{{metricValue.unit}}
Accuracy
{{accuracy}}
{{/each}}
Assessment Criteria
{{#each assessmentCriteria}}
{{name}}
Assessment criteria
    {{#each thresholdValues}}

  • Industry average {{metricName}} is {{metricValue.value}}{{metricValue.unit}}.

    • {{/each}}
{{/each}}
Assessed facilities
{{#each assessedFacility}}

{{name}}

View
{{/each}}
Assessed products
{{#each assessedProduct}}
{{name}}
View
{{/each}}
Other details
Assessed
{{assessmentDate}}
Organisation assessed
{{assessedOrganisation.name}}
Auditor
{{auditor.name}}
Standard
{{referenceStandard.name}}
Regulation
{{referenceRegulation.name}}
{{/each}}
Issuer endorsement
{{#each credentialSubject.authorisation}}
trustmark
{{name}} is accredited by {{issuingAuthority.name}}.
{{/each}}
Issuing details
Issued by
{{issuer.name}}
Valid from
{{validFrom}}
Valid until
{{validUntil}}
", - "type": "WebRenderingTemplate2022" + "type": "WebRenderingTemplate2022", + "template": " Digital Conformity Credential
CONFORMITY CREDENTIAL

{{credentialSubject.name}}

Issued to: {{credentialSubject.issuedToParty.name}}
{{#if credentialSubject.description}}

{{credentialSubject.description}}

{{/if}}

Level of independent assurance:

{{credentialSubject.assessorLevel}}

Type of authority endorsement:

{{credentialSubject.assessmentLevel}}

Type of the attestation credential:

{{credentialSubject.attestationType}}
{{#if credentialSubject.auditableEvidence.linkURL}}
Auditable Evidence
 {{/if}} {{#if credentialSubject.scope.id}}
Conformity Assessment Scheme
 {{/if}} {{#if credentialSubject.conformityCertificate.linkURL}}
Printable Certificate
 {{/if}}
{{#if credentialSubject.assessment}}

Assessments

The list of specific assessments made within this conformity attestation.

{{#each credentialSubject.assessment}}

{{conformityTopic}}

{{#if declaredValue}}

Declared values

{{#each declaredValue}}
Name
{{metricName}}
Value
{{metricValue.value}}{{metricValue.unit}}
{{#if accuracy}}
Accuracy
{{accuracy}}
{{/if}} {{/each}}
{{/if}} {{#if assessmentCriteria}}

Assessment Criteria

{{#each assessmentCriteria}}
{{name}}
Assessment criteria
    {{#if thresholdValue}}

  • Industry average {{thresholdValue.metricName}} is {{thresholdValue.metricValue.value}}{{thresholdValue.metricValue.unit}} .

    • {{/if}}
{{/each}}
{{/if}} {{#if assessedFacility}}

Assessed facilities

{{#each assessedFacility}} {{#if facility}}

{{facility.name}}

View
{{/if}} {{/each}}
{{/if}} {{#if assessedProduct}}

Assessed products

{{#each assessedProduct}} {{#if product}}

{{product.name}}

View
{{/if}} {{/each}}
{{/if}}

Other details

{{#if assessmentDate}}
Assessed
{{assessmentDate}}
{{/if}}
Organisation assessed
{{assessedOrganisation.name}}
Auditor
{{auditor.name}}
{{#if referenceStandard}}
Standard
{{referenceStandard.name}}
{{/if}} {{#if referenceRegulation}}
Regulation
{{referenceRegulation.name}}
{{/if}}
{{/each}}
{{/if}} {{#if credentialSubject.authorisation}}

Issuer endorsement

{{#each credentialSubject.authorisation}}
{{#if trustmark.file}}
\"{{trustmark.fileName}}\"
{{/if}}
{{name}} is accredited by {{issuingAuthority.name}} .
{{/each}}
{{/if}}

Issuing details

Issued by
{{issuer.name}}
{{#if validFrom}}
Valid from
{{validFrom}}
{{/if}} {{#if validUntil}}
Valid until
{{validUntil}}
{{/if}}
" } ], "type": ["DigitalConformityCredential"], @@ -509,7 +307,7 @@ } } }, - "identifierKeyPath": "/id" + "identifierKeyPath": "/assessment/0/assessedProduct/0/product/id" } ] } @@ -710,9 +508,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "FacilityRecord" - ], + "default": ["FacilityRecord"], "items": { "type": "string" }, @@ -752,9 +548,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Facility" - ], + "default": ["Facility"], "items": { "type": "string" }, @@ -824,10 +618,7 @@ "description": "The registration number (alphanumeric) of the Party within the register. Unique within the register." } }, - "required": [ - "id", - "name" - ], + "required": ["id", "name"], "description": "The Party entity responsible for operating the facility.An object structure that uniquely identifies the party within a known party identification scheme. " }, "facilityAlsoKnownAs": { @@ -852,10 +643,7 @@ "description": "The registration number (alphanumeric) of the facility within the identifier scheme. Unique within the register." } }, - "required": [ - "id", - "name" - ] + "required": ["id", "name"] }, "description": "An optional list of other registered identifiers for this facility - eg GLNs or other schemes." }, @@ -869,10 +657,7 @@ } }, "description": "The physical site (eg farm or factory) where the product or materials was produced.", - "required": [ - "id", - "name" - ] + "required": ["id", "name"] }, "IdentifierScheme": { "type": "object", @@ -881,9 +666,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "IdentifierScheme" - ], + "default": ["IdentifierScheme"], "items": { "type": "string" }, @@ -917,9 +700,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Classification" - ], + "default": ["Classification"], "items": { "type": "string" }, @@ -961,10 +742,7 @@ } }, "description": "A classification scheme and code / name representing a category value for a product, entity, or facility.", - "required": [ - "id", - "name" - ] + "required": ["id", "name"] }, "Location": { "type": "object", @@ -973,9 +751,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Location" - ], + "default": ["Location"], "items": { "type": "string" }, @@ -1011,9 +787,7 @@ "properties": { "type": { "type": "string", - "enum": [ - "Point" - ], + "enum": ["Point"], "example": "Point", "description": "" }, @@ -1023,9 +797,7 @@ } }, "description": "Represents a Point geometry", - "required": [ - "type" - ] + "required": ["type"] }, "Point3D": { "description": "Point in 3d space", @@ -1033,9 +805,7 @@ { "type": "array", "readOnly": true, - "default": [ - "Point3D" - ], + "default": ["Point3D"], "items": { "type": "string" }, @@ -1064,9 +834,7 @@ "properties": { "type": { "type": "string", - "enum": [ - "Polygon" - ], + "enum": ["Polygon"], "example": "Polygon", "description": "" }, @@ -1079,9 +847,7 @@ } }, "description": "Represents a Polygon geometry", - "required": [ - "type" - ] + "required": ["type"] }, "Point3DWrapper": { "description": "", @@ -1089,9 +855,7 @@ { "type": "array", "readOnly": true, - "default": [ - "Point3DWrapper" - ], + "default": ["Point3DWrapper"], "items": { "type": "string" }, @@ -1120,9 +884,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Address" - ], + "default": ["Address"], "items": { "type": "string" }, @@ -1170,10 +932,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Claim", - "Declaration" - ], + "default": ["Claim", "Declaration"], "items": { "type": "string" }, @@ -1264,11 +1023,7 @@ } }, "description": "A declaration of conformance with one or more criteria from a specific standard or regulation. ", - "required": [ - "id", - "conformance", - "conformityTopic" - ] + "required": ["id", "conformance", "conformityTopic"] }, "Standard": { "type": "object", @@ -1277,9 +1032,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Standard" - ], + "default": ["Standard"], "items": { "type": "string" }, @@ -1323,10 +1076,7 @@ "description": "The registration number (alphanumeric) of the Party within the register. Unique within the register." } }, - "required": [ - "id", - "name" - ], + "required": ["id", "name"], "description": "The party that issued the standard " }, "issueDate": { @@ -1337,9 +1087,7 @@ } }, "description": "A standard (eg ISO 14000) that specifies the criteria for conformance.", - "required": [ - "issuingParty" - ] + "required": ["issuingParty"] }, "Regulation": { "type": "object", @@ -1348,9 +1096,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Regulation" - ], + "default": ["Regulation"], "items": { "type": "string" }, @@ -1399,10 +1145,7 @@ "description": "The registration number (alphanumeric) of the Party within the register. Unique within the register." } }, - "required": [ - "id", - "name" - ], + "required": ["id", "name"], "description": "the issuing body of the regulation. For example Australian Government Department of Climate Change, Energy, the Environment and Water" }, "effectiveDate": { @@ -1413,9 +1156,7 @@ } }, "description": "A regulation (eg EU deforestation regulation) that defines the criteria for assessment.", - "required": [ - "administeredBy" - ] + "required": ["administeredBy"] }, "Criterion": { "type": "object", @@ -1424,9 +1165,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Criterion" - ], + "default": ["Criterion"], "items": { "type": "string" }, @@ -1479,11 +1218,7 @@ }, "status": { "type": "string", - "enum": [ - "proposed", - "active", - "deprecated" - ], + "enum": ["proposed", "active", "deprecated"], "example": "proposed", "description": "The lifecycle status of this criterion. " }, @@ -1509,13 +1244,7 @@ } }, "description": "A specific rule or criterion within a standard or regulation. eg a carbon intensity calculation rule within an emissions standard.", - "required": [ - "id", - "name", - "description", - "conformityTopic", - "status" - ] + "required": ["id", "name", "description", "conformityTopic", "status"] }, "Metric": { "type": "object", @@ -1524,9 +1253,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Metric" - ], + "default": ["Metric"], "items": { "type": "string" }, @@ -1560,10 +1287,7 @@ } }, "description": "A specific measure of performance against the criteria that governs the claim. Expressed as an array of metric (ie unit of measure) / value (ie the actual numeric value) pairs. ", - "required": [ - "metricName", - "metricValue" - ] + "required": ["metricName", "metricValue"] }, "Measure": { "type": "object", @@ -1572,9 +1296,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "Measure" - ], + "default": ["Measure"], "items": { "type": "string" }, @@ -1599,10 +1321,7 @@ } }, "description": "The measure class defines a numeric measured value (eg 10) and a coded unit of measure (eg KG).", - "required": [ - "value", - "unit" - ] + "required": ["value", "unit"] }, "SecureLink": { "type": "object", @@ -1611,10 +1330,7 @@ "type": { "type": "array", "readOnly": true, - "default": [ - "SecureLink", - "Link" - ], + "default": ["SecureLink", "Link"], "items": { "type": "string" }, @@ -1656,19 +1372,13 @@ }, "hashMethod": { "type": "string", - "enum": [ - "SHA-256", - "SHA-1" - ], + "enum": ["SHA-256", "SHA-1"], "example": "SHA-256", "description": "The hashing algorithm used to create the target hash. SHA-265 is the recommended standard" }, "encryptionMethod": { "type": "string", - "enum": [ - "none", - "AES" - ], + "enum": ["none", "AES"], "example": "none", "description": "The symmetric encryption algorithm used to encrypt the link target. AES is the recommended standard. Decryption keys are expected to be passed out of bounds." }