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Polygon Mainnet is not supported? #126

Closed Tilerphy closed 1 year ago

Tilerphy commented 1 year ago

Polygon is supported in OpenAttestation, but homestead is a hardcode in config of OpenCerts. so the Polygon Mainnet is not supported in opencerts, right?

https://github.com/OpenCerts/opencerts-functions/blob/3029c21044a66aab53cafc65b79df78db5ea8fcb/src/verify/config.js#L2

zixiang2018 commented 1 year ago

The network is configurable via the NETWORK environment variable. Only when the environment variable is not set, the fallback is then Mainnet or as seen, homestead.

If you are looking to verify Polygon (Mainnet) certificates on OpenCerts, we have added support for it on https://www.opencerts.io/ as of 26 May 2023.

Tilerphy commented 1 year ago

The network is configurable via the NETWORK environment variable. Only when the environment variable is not set, the fallback is then Mainnet or as seen, homestead.

If you are looking to verify Polygon (Mainnet) certificates on OpenCerts, we have added support for it on https://www.opencerts.io/ as of 26 May 2023.

Thank you for your quickly response. The reason I created an issue is that I fell in failed when I validated an issued certificate on Polygon (Mainnet)

When I uploaded the certificate to https://www.opencerts.io/, it told me "Certificate store address cannot be found". But the contract (Document-Store) had been deployed at 

https://polygonscan.com/address/0x461e8365BF7D22bda2Ce9f5Be697E6c9C2a7930b

and DNS-TXT( https://dns.google/resolve?name=testing.matic.dev5.cc&type=TXT ) return content:

openatts net=ethereum netId=137 addr=0x461e8365BF7D22bda2Ce9f5Be697E6c9C2a7930b

Could please help to make troubleshooting on this certificate? Wrapped certificate is here:

{
  "version": "https://schema.openattestation.com/2.0/schema.json",
  "data": {
    "id": "fc67859f-c239-400e-99f9-2d3d1e57b6e5:string::99999999_DBIA_2023",
    "description": "a8cbfcc9-1b2d-41e9-99bc-7336f0c93616:string:Diploma in Applied Science (Medical Laboratory Science)",
    "issuedOn": "5fa5dcea-244a-43f8-a417-9959e204aea8:string:2023-04-06T04:06:35+00:00",
    "name": "7f23d162-6033-44c5-80f6-713762b19d1f:string:Diploma in Applied Science (Medical Laboratory Science)",
    "admissionDate": "ee6d5780-3fa8-468f-bd30-21ffc59afd12:string:2023-03-26T16:00:00+00:00",
    "graduationDate": "bca8cf86-58c8-4178-b17e-e63ad7b2f4d3:string:2023-04-06T04:06:35+00:00",
    "$template": {
      "name": "4fa090cb-1216-478d-a40b-cbb855fcf046:string:RP_2022_C_DCBIA",
      "type": "780025a5-2d1f-45d0-8664-b1ab45019710:string:EMBEDDED_RENDERER",
      "url": "bb784874-dea9-4f8e-acf3-38b4eb6983ad:string:https://opencerts.rp.edu.sg/"
    },
    "issuers": [
      {
        "name": "854b91ac-0a28-40e9-bcdb-5cdf1a36b578:string:Republic Polytechnic",
        "uen": "14abf64a-628b-448f-9b26-dcbf90f4f358:string:U12345678E",
        "url": "90a5fd72-a0a9-44cd-b1ad-fd78ffbce7f7:string:https://www.rp.edu.sg",
        "email": "ba32a58c-0bf1-4c2d-b928-a4bb2a31905f:string:registrar@rp.edu.sg",
        "documentStore": "e713f70a-bcbf-4a62-af02-ee50406f9040:string:0x461e8365BF7D22bda2Ce9f5Be697E6c9C2a7930b",
        "identityProof": {
          "type": "e35f2415-3305-478e-8c1f-22bb70a73c44:string:DNS-TXT",
          "location": "89be87bd-c4e3-4c87-9309-88c7c4889fa3:string:testing.matic.dev5.cc"
        }
      }
    ],
    "recipient": {
      "name": "aaa8e834-0a20-4a16-b30d-1865c467fde8:string:RP_TESTSTUDENT84",
      "nric": "1b8ffcbd-b45e-4901-b7c5-1c23341a287e:string:S5411862G",
      "studentId": "e4c1c092-324f-4df8-9b02-96837b7e3af0:string:9331570U"
    },
    "transcript": [
      {
        "name": "df8b0274-dbfc-4555-98ed-bf3ac021e150:string:Principles of Histotechnology and Cytotechnology",
        "grade": "569eaa74-0620-4a04-827c-fdd2105c6642:string:C+",
        "courseCredit": "34b7d37b-d811-4015-a801-dc5c42434938:string:6.0",
        "courseCode": "c5953f3d-59e6-4190-8fa5-60eede01ab88:string:RP-A2469C",
        "semester": "14697d57-536c-4c14-9aec-9d31c86f4c43:string:2023-Sem 1 (Collab)"
      },
      {
        "name": "8d5165b4-f40e-4e9b-a594-faa73f0b1a1e:string:Laboratory Management and Operations",
        "grade": "475251c4-4c00-4f78-9997-e8c2f2f3c680:string:DIST",
        "courseCredit": "5b34c0d6-fd7d-400a-9e8b-08830760b02f:string:3.0",
        "courseCode": "4bcd67f5-aa54-4139-bc3a-56680a21e487:string:RP-A2439C",
        "semester": "eb7eafe1-6b83-4887-881a-c1a67825125f:string:2023-Sem 1 (Collab)"
      },
      {
        "name": "c7f48336-09d7-45f0-b8cb-de5898010972:string:Human Body Systems in Health and Disease",
        "grade": "d7e59cd9-6e26-42d3-b41d-5d93f59d5824:string:C",
        "courseCredit": "4c182adb-3cad-4cf2-ac96-8de2893c803e:string:3.0",
        "courseCode": "94639b25-eb93-4120-8181-c7ba62462882:string:RP-A2429C",
        "semester": "d17809e5-9aa1-479f-b5fa-3051cf45678a:string:2023-Sem 1 (Collab)"
      },
      {
        "name": "31abdf83-2907-4c03-bdd6-3fa8e5d8c56e:string:Immunology",
        "grade": "042a325d-b0da-4f46-9724-e455b16cf6e4:string:B+",
        "courseCredit": "76d37be2-949b-4fe9-b6b4-feea9bacfd65:string:2",
        "courseCode": "504d20cd-afe8-4556-850a-365a2c9188e0:string:CP2500",
        "semester": "166f7bd5-6970-40b4-9fef-3bd13068c15c:string:2023-(8088) e2e Joint IHL Sem 1"
      },
      {
        "name": "1fcf4bd6-9a8e-4173-bcfa-4e31cda7c9a4:string:Microbiology Technology",
        "grade": "6bff6bdf-c4d7-4716-826c-2b238bd80df2:string:B+",
        "courseCredit": "1bc68247-3e0a-45ed-94ec-00af44585217:string:",
        "courseCode": "64193bc9-8718-46bb-bdb7-3db7209c6ff0:string:TP-2002",
        "semester": "734cc9fd-3322-4f34-9993-617355788111:string:2023-IHL Joint SEM 1"
      },
      {
        "name": "23148549-3d92-4e80-a33e-e0729765ce8b:string:Clinical Microbiology",
        "grade": "621607ba-da69-4460-b634-8ca82ee9f420:string:D",
        "courseCredit": "9e79f05d-03d4-44f0-9180-6c8527878dc1:string:",
        "courseCode": "719d178d-eb1c-447a-9c0b-743537e20cbd:string:TP-2003",
        "semester": "7520030f-c96e-4ad9-afcf-d141ae3ac9e0:string:2023-IHL Joint SEM 1"
      },
      {
        "name": "dd8d07d9-df64-406f-9ad1-c41dd257f1cc:string:Basic Microbiology",
        "grade": "41bf1d88-109d-454b-8a14-977c8a758ccb:string:B",
        "courseCredit": "ffc2f1fe-baa6-425b-9f74-a4b1467340ec:string:",
        "courseCode": "5281fed2-4182-4732-a427-325120c64783:string:TP-2001",
        "semester": "4f7100c0-7867-43b5-be9d-b66a56bbe139:string:2023-IHL Joint SEM 1"
      },
      {
        "name": "1836a74f-b7b6-4ecb-8120-df9501f42888:string:Biosafety",
        "grade": "362c5a95-2dad-49be-b2d6-1bd405f13ca3:string:D+",
        "courseCredit": "dd14f4c2-9903-440f-a7d3-b5acab2f6cd1:string:",
        "courseCode": "dfe9a860-539b-4a36-ad4b-6430870d1a3e:string:TP-3001",
        "semester": "378c17de-4366-43d5-98c0-e72b6a27349d:string:2023-IHL Joint SEM 1"
      }
    ],
    "cumulativeScore": "a674d80e-d1c7-4893-874c-2db7be3177ce:number:2.5",
    "additionalData": {
      "additionalCertId": "1541f469-6c09-4322-9792-d6783ef99ca4:string:RPCETD2023_000321",
      "merit": "a8c5fcc4-a7eb-4131-91cd-d4bf33b29094:string:N",
      "transcriptId": "6ce132ed-3e07-44ef-b774-c0146f523317:string:RPCETD2023_000321",
      "transcriptDate": "164fe633-4d0f-4783-a756-6a2a5fc12336:string:",
      "certSignatories": [
        {
          "signature": 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          "name": "d5ce25c0-b9f7-4ccd-afe3-22783be03715:string:",
          "position": "dd011638-0f09-44cf-9979-0cee0e47c93b:string:PRINCIPAL OF THE POLYTECHNIC",
          "organisation": "e61e9c2e-d34c-49e0-9768-6f814455af88:string:Republic Polytechnic"
        },
        {
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          "position": "89605d6c-e669-4a58-84af-c7779fa62add:string:DIRECTOR|ACADEMY FOR CONTINUING EDUCATION @RP",
          "organisation": "9a8210f4-0b8b-4ab2-8947-6e9205941150:string:Republic Polytechnic"
        }
      ],
      "transcriptSignatories": [
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          "position": "964c9a72-3e3e-4187-bee3-1812f6fdfdc8:string:DIRECTOR|ACADEMY FOR CONTINUING EDUCATION @RP"
        }
      ]
    }
  },
  "signature": {
    "type": "SHA3MerkleProof",
    "targetHash": "ae2ba86957e11542ec7a9f7aeeb6f2c80b4f793bc0b45ae93afda365854b4ec0",
    "proof": [],
    "merkleRoot": "ae2ba86957e11542ec7a9f7aeeb6f2c80b4f793bc0b45ae93afda365854b4ec0"
  }
}
zixiang2018 commented 1 year ago

You will need to indiciate a network field in the certificate. Could you try adding the network field with the chain and chainId before wrapping the certificate?

You can refer to the lines here for a similar implementation - https://github.com/OpenCerts/opencerts-website/blob/64638bef991b062be18f6d9ccf16362e89e61ea6/public/static/demo/mumbai.opencert#L10-L13 !

Tilerphy commented 1 year ago

Thank you for your help! After insert this section:

"network": {
        "chain":"MATIC",
        "chainId":"137"
    },

It works!

Tilerphy commented 1 year ago

As issue had been resolved, close issue.