(Swift 2) Get Certificates within XML Signature

Demonstrates how to get the certificates contained within an XML signature.

Chilkat Downloads for the Swift Programming Language MAC OS X (Cocoa) Objective-C/Swift Libs iOS Objective-C/Swift Libs

func chilkatTest() {
    // This example requires the Chilkat API to have been previously unlocked.
    // See Global Unlock Sample for sample code.

    let sbXml = CkoStringBuilder()

    // Load XML containing one or more signatures.
    var success: Bool = sbXml.LoadFile("qa_data/xml_dsig_valid_samples/multipleSigners/sp.pdf.XAdES.xml", charset: "utf-8")
    if success == false {
        print("Failed to load the XML file..")
        return
    }

    let dsig = CkoXmlDSig()

    // First load the XML containing the signatures to be verified.
    // Note that this particular Signature already contains the RSA public key that will be used
    // for verification.
    success = dsig.LoadSignatureSb(sbXml)
    if success != true {
        print("\(dsig.LastErrorText)")
        return
    }

    // For each signature, verify and also get the certificate(s) contained within each Signature.
    var i: Int = 0
    let saCerts = CkoStringArray()
    let cert = CkoCert()

    print("numSignatures = \(dsig.NumSignatures.intValue)")

    while i < dsig.NumSignatures.intValue {
        // Select the Nth signature by setting the Selector property.
        dsig.Selector = i

        var bVerifyReferenceDigests: Bool = true
        var bVerified: Bool = dsig.VerifySignature(bVerifyReferenceDigests)
        print("Signature \(i + 1) verified = \(bVerified)")

        // Get the certificates embedded in this signature.
        saCerts.Clear()
        success = dsig.GetCerts(saCerts)
        if success == true {
            var j: Int = 0
            while j < saCerts.Count.intValue {
                success = cert.LoadFromBase64(saCerts.GetString(j))
                if success == true {
                    print("    \(cert.SubjectDN)")
                }

                j = j + 1
            }

        }

        i = i + 1
    }


}