[2026-08-18 12:44:18] production.INFO: Запрос по api "api/register_document" {"file_id":null,"file_url":"https://bitrix.activlombard.kz/upload/documentgenerator/906/gpqvmrrbzfb908d82ryn60r8jth5o13g","file_name":"Dogovor_komissii_bez_vykupa_260909.pdf","signersRequirements":[{"iin":"990410301226"},{"iin":"060408600365","bin":"251040026452"}],"domain":"bitrix.activlombard.kz"} 
[2026-08-18 12:44:18] production.DEBUG: Запрос метода sigex /api {"title":"Dogovor_komissii_bez_vykupa_260909.pdf","description":"","signType":"cms","settings":{"private":false,"signaturesLimit":0,"switchToPrivateAfterLimitReached":true,"unique":["iin"],"signersRequirements":[{"iin":"IIN990410301226"},{"iin":"IIN060408600365","bin":"BIN251040026452"}],"publicDuringPreregistration":false,"strictSignersRequirements":false,"sequentialSignersRequirements":false,"forceArchive":false}} 
[2026-08-18 12:44:18] production.DEBUG: Ответ Sigex: 200 {"documentId":"ooFUzPrC6QMWj87J"} 
[2026-08-18 12:44:18] production.DEBUG: Запрос метода sigex /api/ooFUzPrC6QMWj87J/data  
[2026-08-18 12:44:19] production.DEBUG: Ответ Sigex: 200 {"documentId":"ooFUzPrC6QMWj87J","digests":{"1.2.398.3.10.1.3.1":"ZHzQCkKgqhhx8DO8Z8KNdWb2E/3G1Oh3A5/izccz9A4=","1.2.398.3.10.1.3.3":"Eii06mBGjGvCDsc5kBsmzBHVl4pX/ugbfnr4ZhRhcc64ZFXqOwKhPow4Rggvar+mP7ef6vahoewpTt6c2YnRWQ==","2.16.840.1.101.3.4.2.1":"71/n3Ts2ePVk3AvzW6sZADs3pN0dNynjO263wPhIub8="},"signedDataSize":233043,"dataArchived":true,"tempStorage":false} 
[2026-08-18 12:44:19] production.DEBUG: Запрос метода sigex /api/ooFUzPrC6QMWj87J/egovQr {"description":""} 
[2026-08-18 12:44:19] production.DEBUG: Ответ Sigex: 200 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"} 
[2026-08-18 12:44:19] production.DEBUG: Запрос метода sigex /api/ooFUzPrC6QMWj87J/egovQr {"description":""} 
[2026-08-18 12:44:20] production.DEBUG: Ответ Sigex: 200 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"} 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