[2026-09-03 13:32:47] production.INFO: Запрос по api "api/register_document" {"file_id":null,"file_url":"https://bitrix.activlombard.kz/upload/documentgenerator/95f/cn5058b3pb5qxdkodybj6u83n2345dr2","file_name":"Dogovor_komissii_bez_vykupa_269231.pdf","signersRequirements":[{"iin":"960724000066"},{"iin":"030720500250","bin":"251040026452"}],"domain":"bitrix.activlombard.kz"} 
[2026-09-03 13:32:47] production.DEBUG: Запрос метода sigex /api {"title":"Dogovor_komissii_bez_vykupa_269231.pdf","description":"","signType":"cms","settings":{"private":false,"signaturesLimit":0,"switchToPrivateAfterLimitReached":true,"unique":["iin"],"signersRequirements":[{"iin":"IIN960724000066"},{"iin":"IIN030720500250","bin":"BIN251040026452"}],"publicDuringPreregistration":false,"strictSignersRequirements":false,"sequentialSignersRequirements":false,"forceArchive":false}} 
[2026-09-03 13:32:47] production.DEBUG: Ответ Sigex: 200 {"documentId":"tg2YMrtwgouMnXx5"} 
[2026-09-03 13:32:47] production.DEBUG: Запрос метода sigex /api/tg2YMrtwgouMnXx5/data  
[2026-09-03 13:32:48] production.DEBUG: Ответ Sigex: 200 {"documentId":"tg2YMrtwgouMnXx5","digests":{"1.2.398.3.10.1.3.1":"y8sfmfHXEMR4yAAVbBjbgbVUqOHwbpSnElPOAZZVCxg=","1.2.398.3.10.1.3.3":"H9FI75FTLflSMqjsH9R3ymf7KXScPvv13e5QrZRqtY1fN2wXRNjU8IBH9gm5Xrj9vqgwuJ4pNXS59OLRmJkOmQ==","2.16.840.1.101.3.4.2.1":"ycOo2vxfthP+wFvBIcU5pfjbJ2VPCrDCBreXnMHZ/h4="},"signedDataSize":234016,"dataArchived":true,"tempStorage":false} 
[2026-09-03 13:32:48] production.DEBUG: Запрос метода sigex /api/tg2YMrtwgouMnXx5/egovQr {"description":""} 
[2026-09-03 13:32:49] production.DEBUG: Ответ Sigex: 200 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"} 
[2026-09-03 13:32:49] production.DEBUG: Запрос метода sigex /api/tg2YMrtwgouMnXx5/egovQr {"description":""} 
[2026-09-03 13:32:50] production.DEBUG: Ответ Sigex: 200 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oJ55kxWmsJOiGFDBBS2f7c9vf07CCcJTDNSCpv5IjvX7fK7tWtnnbtEdAt2AQrC3e+vt1z7V19ljh+ramp7b8e+7Su5/Y+HpVS62qJYlI9+KlhSloDphF+5NCirMGKZ7LbmYYxY6Z2Pw0cu0AFYsInuWyOfpEKfqbWdFUtevUQeWLAsnpusknr+z8aHzGsNvHXxfyYoe/c23xtr98/sbmki/9Ab/mpkfM0L5v/fGluUOnqqwatb5hPR+onm+dqu8Vo9UHkL5G8wZ8pEDNOqL/JdmtdruyhX0rm2tr2xr1NgTOEQSvv/OxDUsPVpWe+zdREneXH/rf9x797r9+99nRHX5RVNoBeSmtnR2v7VrZ9eaA4ZACRiuqKNZ4DyxJydHxKTEJSo49UV9Jec8SQThSfeKlHSu6/xyVNVQ+sO65a5b+fOkX77d42/T8/p/zybGdXW8OGA5jB4224sBnmvcUtAgWhXMHXDaHRbCIhN6WYV33BcLbResWDJt5vK78T5+9trficFceWKjtjFzT2rDiwGfjMwpoFQgKIQUMdaalbtWhzVrPFtp8HW2+jiQSH/bQ9ARPjN3VGGjReq1LXl8oazxz85v3VjXXdvg6dD196MGqQ5vvmnJzX01TJEAz7XcEwoXkD5YuJP+qvJDr6nlV889+8Y8vf6FzUgsH7Ck7pPmS9e3Nde1NSo7NTEjNTkzrHgVITfDHPFlf0eHvpHILcLGDVSVflO2/8JpyH5n89+qi6ssVpepCqr7PZtVZOfQLGCsnnli1v+edAV+zsjUIPO4+V+dNI8qn+iqkds8ylbx+39ribYwKh54gBQwUZSP93XoKaO1sP654GN+isXPz+g6k3Bxgb3NpUXVrg9m14AtSwEBJLpKoZmjtxcTAgaoShcfmJmc+/O0lntgkpauDRoYjNScPVZeaXQu+IAUMlBpDHDp61INTdL4sP9SueHzutfnTnp7/m8w+/buCwIztLjRo6WzfcWHXALDGan0Bw9ZaM2vvELUX8ouBW966/62itcoLuVQlRI87ae0dT41My1V6hiTtKj/44McvrT602ev3Mr2rp+ZgHfnouJK5xnom3hq2GIEqhk3JPx/aAgapaWs4qLgx3zOhqqVuw7GdKk4QhLHp+a/d/Idnrv/tuMzhNoulF7QLklwkGs+wjYMUMMiJ+spyBdPywui6KRBX7P+s2atsteKzYp3Ri8Ze89Ftf33hxvtnDZ0S64zuygJRjNA4iHWQOH0dKKAGUsAgxdUnmjpojOERLNvL9q05rOVxmsedeOuYue9877EPFj2xZOrCXE+WzWIlAT+RIiwOHBbSh/KeyyAD7S6DFNec7Az4KRQkCG3etj9vfH1y9oh+cSkaCnA7o2cMHDMtZ9TppuqPj+1YeXDT1pNfVTRWiedmBJrecWC16H2YAmoYtPqoYasDypdMcVE31Qdfk0PyKO0pHrzWkik3PX71T502h87CfAF/aX3F5yV7Vh/esvXkV5VNNX5/p+lxsLBw1psLH2S6GGSv2I/UmI3M0RYwSqzeX9f/Cj4yfGH7e9mJaXdP+65F3++q3WrLTc7MDa4XWFp/enf5oXVHtm8s+bK0rtzn85oVB6oWOwSdkAJGiaa6D48gdPi8j3zycr+4lJtHXkXlOVYwDjJykzNuGP6N083V207s+/jYjg3Hdh2tOeH3+76eO2hUHFS1YJMC4+COQOmr8tUIf/CSkZSDgBAiisnuxN994/Y7JyyIUrXgp8LiJamiqXr9ke3//urjLaVFDd1rpRoy4sDjTjxz31rcERhzR4AUUPqqfDXCH3z3KE3rC4Ujii6749ax1/56xq3ZilcoV6vN17Gnovi9fZ+uKd528MwxPSuLKRTjcLX88XOkQC9LAT0M25iB4gevdtyh/TcT/YzG80uSQKT81EG/mbloXsEMheuUa7qOdKal7oMDG98qWru1tIjREgPdbBar75FLPA0169OPkLhhFApIgR5flaf2OyTcM0554aoFNxRy2V1z869YMvk7k7KGO5QtT6hNU0fr6sNb/vz5G7vKDgSkAJ01Ti8iPbbj4n9ECig/WDmkQI+vyousFDh7GSKJCdHx3x317TvGz8vvO8BuZdj7W9VS9/LOD/+26V+nG6tYNAqQAmqroRlSoMdX5UXQHcFFFyOSmBrn+dbgCYvGXjM+vcDtZHiP8FnJ7l98+MTuUwfpPlDEHYGGamiGFOjxVXlqv0Pu+6a19ryrB2VddZOIKMVGxU7IHHbD8G/MGjIxIz7VqnwHUTWO1Jz84fKHPz36BcUWwbnewRBIAeUHK6c9BUIL0jFPk90zAlX0fC3CHtz3j1dVtdTrrqNKwXaBxWLNSUqfOXDs3LypU7JGJkXHU38Pj9aU3bn8IYpBcO5JoSoRMrM4Qv4yqagDUqCnatBNgSF/ur645qTuOmrSlQXB7kNnVJ5nwMyBY2cNnji6/1C6cUA3CAYnZx7+5XK1ZyEFlB98wVWQAj1Vg24KTHv6jk2le3TXUZ9gFgT3O4we6smelDX8yoHjxqTn9Y9LodKPeDYIdujvI5iaXfj5/z6v9iykgPKDz4cRxAbJSOhrdhWC438FKyGk3dfx5akDX5btf2H7+/3iU8ZnFMweMnladmFWYpqeOBiUnPH0gt/c9MZvisoPdV9Is4h4u7iBFDDIwKR0s6twnrNx0BnwldaWl9aULd/7cb94z+SsEQuGz5wxYExKTKK2NteQlKwHvnXnLW/d36Jvu+TIersud9RSQL4lI/+VipDRmqqobcgNTs50WG10lhig6OumuyUgiWX1p5fVlb+375P8vgOvK5i+YNjMPE+OhqbBt4dMvn7Yla/s/EBzc8BhtQ1OzjxbQVZd9+ywu2llBGsNGWRwSlacS9dmBGwJArFYSDCn9pQf/P3aZ2a/+JMfvPPgxpIvO/3q9hF22hz/M2p2jDNG8/pFcS734JQsbeeCBkgBg2QlpvbXtDSQ0briwEoEy+mm6ld3rLhu6c9/+uGfD1Wp2yBgQuawwn6DNW+I0j8uJSsxVdu5oAFSwCDJ0Ql5nhyza6FY905kVltDe/MzW96+9pWfv7prpU/x7Uy8yz0tZxT5evySanmenORoRRu0AxVIAYPYLNZxGflm10K9YBwcqSpd8v6jz2xbrnwQ9Kj+Q6xaZzSNy8i30dsQHcKi1jvIbnK+/LmGDcDUP/98XEaB2xHV0tmuuQ7mCD5QaO5ou2/N01mJadfmX6HkpMHJWfFR7rrWRrVXczuixmUUaKqoLqq+GxTHvMt/nymueiADbQHjDE3Jzj3b9U2TJH29uQBTFktjW+PfN/1L4VYIabFJnphEDV0DucmZQ1OyNVURNEIKGCclJmFK9kiaJXb9/otWi2X6wHGTskewDwLrzlMHv6o8puTYWGdMv7gUDf0CU7JHpsSgU8BQSAFDXTV4otNGaf2P4FYiA5IzHr/67hWL/nzvlbdHO6NYby7S2NH8hbKtRB02e6wzRm35Tpv9qsETNVUNtMPYQUONzyjI8+TsqSjWVUrwFiDRnXjL6DmLJ904ODlTEISpOYVj0/M3Htupc+iuHEEggUBlUw2r8oNPB8ab0SnAOe0poGc4oJ6+Q8OWG2B1oWn9yaQ05eeSC69KJNFhc87Kv+JnUxdOyxl1bmxfvMt929hrtp7Y6wv42a4RzLLwOUOnpMZS2rslHD1dxUyXotD8qma4IzDc0YZkbfe9wVuA4f0GP3v9b99Y+OCVg8aFDO+dP2zmt3InMO8dYCY5JuG6/Olm14JHSAHDVbVdOXCsulOCtwBpcSm//cbtHy56YtHYa2Kd0RcfFe9y/2rGrZ64JM2D9sJXw2LNjGc12+/KgWNH9hvMqHCQgRQwXEC6ZczVMQ7Fe/JKksvu/E7hrBW3/uWPs36UlSh3NzEtZ9TPr/iezWJl1E0Y64wZkTZIyZEdPm9dW6Py24cYh+uWMVc7WS6dDD1BCphgxoAx0weMUXq0KE7JHvn89b8bl5FvCbfmt0UQFk+64bZx11m0jt6VrUlgVP8hw9NylRzb7G2tbKklRGkKTB8wZoby9wSoYpUC0oXkDxYuFHJuyKvyFxJkqaqG/LnyB0uy3I6oOyfMj7Yraw4IQmn96dq2BkUHB/9cPzRr8bXDZlIOAklyu9xLJn8nXtnMyFONVVUt9UrbAj5x1cOvxDqjw36+8h+3/LdO1QeqqhoUv4TytaJY8vnQFjDHN3MnzB4ySdGhgnC89tSHBy6xIG9PUtyJz19/7+0TFnTdGlDpLJQkCyG3j593reLeu8PVJ5o6FI0y7FLSSE40aa8e6IMUMEeM3fWTKTclRceHP1QQJDHw8s4PKpqqlZefHJPw57k/e/jbS/rGJRMxoKtRIIp2i/WOidc/8K07lQ952nxirxTwKbohaPeTXVXE11sfbVwGkAKmmZpd+P0xVys6VLAUnT7yzt6PVZUf64z+xbTvfrDoLzeMvMrtjP56roHyOAgOTyaBQGpcyiNzfvL41T9NiIpVeGpNa8MXJ/cFbwcUxMC+WnKqWWmtgAFWu5Kwm3Rl1sKyqih8V4/XlS949ZdFp4+EP1QU81MHrFj0xCD1C/K1dXZsO/nVO199sqZ4a1lDpc/nJf9da+z8d0Dq+r/dO5pIkmC19Y/3zBk65Y7x80b3G2pRs6PJe/s+XfjmvV5/Z9h+gZFpuUUPLCeNnT0dQHE7EPmSKS5PRnEFvV62EnmYy5j0vsgXpQqrfBnax31DQfjpxsE9Be6atvDxq3+mbZnggCieajyzq/zQ5tKifZXHKpqqq1vr/WLALwZavG1Rdld3az8hKjY93pPvyRmXUTA5a8TApHS1U/3bfd5b3rpv+d71JNyJbkfU8zf8bmHhLOWFG7mdlPKSKY6UlccouTCPwGxH6heNveYfW94Oc1jw816648OZA8fNK9AywM5qsWQlpmUlps0vmOH1+1o622paGwJSoK3TW9FUnRyTkBAVK0lSQlRsn6i4KLtTc9puPL57TfE2JRsZLxp7zfxhM7VdBShCCpgtIN0z49Y9FcXh9ywRhKaO5v9b+0y+J1vP4pyCILjsDpfdoXEgs6y6tqa/bnqzpaMlbENganbhPTNuxTChSIDeQfOlx3senbMkM0HBepuCZW9F8S8+eqKqpc6ImqkkSdLzX7y3rnh72IZAZkLqo3OWpMd7jKoayEEKRIQpWSMfmr04zhVuQn6wS2/lwU3/t+65po4Wgyqn2KrDm/+y8fWAFJDvFIxzxTw0e/GULKoLroAOl9szAnnsHjeoOveSRfnFwF8+f+P+tc94w67/L0lWwfLDSdc/MvvHkbPHwRdl+297+/cHKo/K3ws4bXbv+hKyo5Kcff/YdfhR/Izkr6uq5AjcuRxtgUhhs1h/MuWmJZNvImK4T1oQApL47NblP//or+WNKoYSsbOjbP8P3vlj2AiwWaxdP+DuM8SgXYJAEbQFlB4cgtHjnyZva/zcfDIqJfwI/OCzw6uGTH587k+Hpyqa58eCJEmfl+5Z8v5jX1UUy0eA1WL50cTrH57945CZCGgL0LquZkgBpQeHYPgQ2GkjV/QnhSnEoiQIxFxP9oOzFs8rmO4wvL+93dexdOdHD378YkXjmbCtgB9OXPDQrB/Hu2LY7dWNFNAGKaD04BBsh4I4LGRKPzLaQ6wKbtnEQKzLfVPhrLunLszz5Bi2VeahqtJHPl36dtHaDp+XyI4sdNrsSybfdP83fxAXXI8UKaC5GhGXAqEF9f5RXPJFscumS2r3e5/cvOyhT15SNDMv2CjIScpYPPnGm0de1S8uxcIyC2paG17bveqZbcuLq0qIYAlz8+INkK2nye4zxH/pt4jih6LqXPlqREhGGAMpoLQog1MgOOk+8HbRut+ufupkQ2X4o4PdBBaLZYgnZ37BjBtHfDPPk0Nt1fOggCiWNZ754MBny4rWbT/xVUAMnJ2M0LOmTrLxFDlUL9PliRRQfi4jSAGlRRmfAt3ze7ae2HvPqifDjyw8W4/gooNCSmzStJzC2UMmX5EzKjsxzWG1a/5aB0Sxtq1h56mD/zm8ZfXhLcdrT4ldv//hmgCEkFPNZMMpUhGmLYMUUH4uI0gBpUWZkgLdypuqH/106cs7P2jt7FB0Qve8QFG0WG1pcSkj+w0en54/PC03OzEtLTY5Icpts9hsFusl3ytREv2BQLvfW9vaWFJfcbCqZOepA7vKDx2tKevobCdECP/3v6sZEyBf1ZJtp0lLuLEPSAE15zKCFFBalIkpELy59r2/f8PDn7y09/RRFaedjQMiCDabw+2M9sQk9otLSYhyZyakXdx3IBDS0tl+sqGyvr25oqm6trWx3dfefbqiP/5BI9IG7X12DTnSQAKK3hOkgPJzGTEnBeRFSEZQ7LylNQ2+pL5iwA0TSUESiVI/Day7nK9vGcI5f/UB5e9Du5/sryW7zoSsF6DnkVAIir8kZn1j9Zx7WT0jkIcUkDvYIpB0NxnTl+TEE3vEDP30iaSksev3/1TLxeMCkQK0zmWUAphZ3NtIhJS1kMo2khVHClNIRqy5WRBtd00fMPo/j7xKTjRh7cBeCm0BjddVVQ2abYHzD7ZbulJgWFJXImi4R9AnKTr+G4PGfX/M3OkDRl9yr6Rz0BagdS7uCBQdLO9yS4FuVoGkRJHcRDIw3tUvocPf4xp+VLhsjqGe7DlDp8wrmDEiLbd7mRB2A0nli9IDKfDfixrTJ0nx18+sQaPyKI5rVlXyBedG2z7c9emaw1s3le45WlMWfi1DNdyOqEHJGVOzC2cNmTQ+oyAlJlHoqRrhXH4PfdjlmjGPopACdERECgQPFiWprr3pYFXJjrL9v/jT/STJRWIdxGFRNCXhPA6rLc7l7h+XkufJGZeRPy6jIM+T0ycq7pJjk5ECyksOgRT4GlJAc8lhvn9WC4mykjgnSXSSPq6Fi28razhT1VLX0NHc2tnu9fv8YqB7wp/TZm9taCYdAdLmI82dpN772t9fyE3OzEpMTYpOsIdbRBApoLzkEEiBryEFNJdM8ZvNbkBOCKSA8gsZkwIR88AZAExi0PoC8uey+7MjXyuKQcuua7c39qhTHEIbIf3tkdmYpfX5oi0AwDukAADvkAIAvEMKAPAuItYXkC/KsP4Sdp06ei6k51zDHqOyu26EPPql+J007M1RDm0BAN4hBQB4hxQA4B1SAIB31MYOshs+ZVannTEzLIwcHchuIL2e66o61yyG9Q3rqZVmaAsA8A4pAMA7pAAA75ACALzr9WMH9VSDXa3MWrmU3bTcSFgk08jOQsPmHRvWRysDbQEA3iEFAHiHFADgHVIAgHe9b+xghCwOSxG7Wash2K2NK4/dTyR/IcOmA0fmVHHl0BYA4B1SAIB3SAEA3iEFAHinfdN7ip1nejqE5PtLzNqWI4RZE5wNW/FO/mA9P5Ge7wY7ZvVYM4K2AADvkAIAvEMKAPAOKQDAO+29gyEMG7VGsRq9cf8PefLX1VNnip1Y7Lo/Vb1q2IhVVQebMg0ZbQEA3iEFAHiHFADgHVIAgHfaewfN6uGTv5BZU4kNO5fiMDXDpk6HYPdeRcjIQlUiYY8WtAUAeIcUAOAdUgCAd0gBAN5RW3dQnmH78JrFsFm6ETJZ2Kx9R8za4cOsNRqN2aQEbQEA3iEFAHiHFADgHVIAgHfU9iwOLZdep51hu3TIlyx/LsUNMCgezI5ZPbiG9f8ZtlQkxf1dNENbAIB3SAEA3iEFAHiHFADgXUSMHTRrGrKqonrjufIM25VYnlmfoGGT0A2bKY91BwFAI6QAAO+QAgC8QwoA8M6g3sEQho2WM6xrzayiDBtKaNhUYorzrOUPVlUNeb1iersMtAUAeIcUAOAdUgCAd0gBAN6xmlnMjjErsZl4XYrzjg2bLcvuYIrnyhdFEcWfyJjVH9EWAOAdUgCAd0gBAN4hBQB4x2rPYooojuKiONKOXaeOYcMBKXbpqeqV1PNesZt4y27MYmSuHHk+tAUAeIcUAOAdUgCAd0gBAN5p7x0MQXEsHbs5y3qKMmsdPvnuMflz5UXIRxZCz9vOrrNQjwgZZioDbQEA3iEFAHiHFADgHVIAgHfUegdDRMieFoaNaVOFXcnyP4JZ4w7lz5WnZ7CgWZN2DVuEEjOLAYAOpAAA75ACALxDCgDwjlXvIDt6JnWqejVCtsc1bEk/VUWx63eUr4b8qxGyvwu7zwh7FgMAE0gBAN4hBQB4hxQA4F3v6x0MYdhycaqqIY9iZ6F8NSguf8huHB7Fn0ieYbtsU7yufFEYOwgAdCAFAHiHFADgHVIAgHesegcjZCthVVNN5UsOQXHOMsXV8sza0DkEu4032E0lNmybGT3fSUbQFgDgHVIAgHdIAQDeIQUAeCdo7o2IkD2LKS5ip+q68sxaeU5PRyPFbkiKdTbsuqqY1UfL6BuLtgAA75ACALxDCgDwDikAwDvtvYMAcHlAWwCAd0gBAN4hBQB4hxQA4B1SAIB3SAEA3iEFAHiHFADgHVIAgHdIAQDeIQUAeIcUAOAdUgCAd0gBAN4hBQB4hxQA4B1SAIB3SAEA3v2/AAAA//+XprHVb2WVNgAAAABJRU5ErkJggg=="} 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