<?xml version="1.0" encoding="UTF-8"?>
<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" versao="1.00" xmlns="http://www.portalfiscal.inf.br/nfe"><tpAmb>1</tpAmb><verAplic>1.7.6</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2026-04-11T16:57:08</dhResp><ultNSU>000000000000135</ultNSU><maxNSU>000000000000135</maxNSU><loteDistDFeInt><docZip NSU="000000000000135" schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAK05a5OiypJ/hZi7G7EbfaZ5iY8OxtgCCkQF5OWjvyEgogiKCGrMj98EtKdnztm9Z+7uRIyVmZWVla/Kymr4dBPO8swnyjA/e9m3L51XivpCXA9Jev72ZVsUxzeSrKrq9ZjlhZds4rPvJa9xunld5ySs/TLkdTn8LX5A6iVq8O0LjCzDdKkOS3HsgO6zFEWxHYrjKIqm6n8cR3fpB9DrfvlZSxAVhEPed+Uhy/BkPfK+Lg+f/EACjE+9wjgO51iXkE04liq4DqpBTKg21h1k82TLwh+yYMhxPFmP/DnM43BI82QL8CnIqtUB7lpqsMWHeMhQTPcr1flK0w7NvnGdN673lWLfKIonWwa+OAI3SGlGUFgKz0WNPyDe1y6prIABFDWgOqByi8M69XBsF9YA4CDu3BIaiPel+RC0qQeYRYd1O1kD/CYGJRvtHxB4PZDj1EuavZ9wTZ3l4flBbMCapqZFmB/CYEg19A+UP0Kq1GYB/QnyEJM6g4Z24eW6/DUkuq8w/aTWlsL24SEGY0V9Nh7+HGuebIj8Vc8O4VDCM8NWHYOQMCFODcuAKCHFRYSNdNVBlooI08WqxZMtPx+mQZjjRvh1GuVDNCdmFpZxLWNs2JjQsCUaOjFXYRWCZTUTn+bZkOtBpGuAvwpenAMwV6eImCJdUvVRzfogNyH6OUCwpv4VkGWhWlUbGYRsIV1UIZmaKR6SEQNS56SIZ0Nm0G8SGswFjN9kaThkegOOpRmW6UOYagJPfjJHxUOq36GZbncA84DxouUMWRAAA3A2TEGTQ40HaZrudvq9DkUxnUHvZ7daIqG7jrUi0FTV6pwXQeGpI6Gf/dhmZOMiC3wOAZirNqEhcYQk47PvqF88h3Ubw5kiJIOw3b9yHcdSg59cN4cAQTT/R29RHMUNnt4iP2lXpyNuwEGbmy3ycFe39vLDXWTrnCAsiFQtwsO3L/SXJoMhj/1ZPQy64M4W5H2M9KGNNUJxVB2oNcpfm7k648YGobm2jSwMObIyFBdL2CYmCjHDEvJr57RidFEbUh0KihYN2tcYGGQ7Q7oHYaHo2iDAeFE2ZkOOpqBsNSB/EbPDcKLwZAPwp/oXzhHYw5MNwpduWo9c53UwoGiaobosaP+g8mWzPcuyr10wv/xhk5PH61/sakj8pRmaLVvCqRk+Nm2JIL8B/rxtOw8RcLLiUT9qqCkMsHd8OGbnAlJAFTW7/aWoIZ/lcVSnTzPyIviiORO1T6DqCmKd4C3AlzX2NKgmHBtRdO+1XtIifNkMXPe1V2vV0sjnZmSLz9T2R3ceO3YfO5IPItlwiIas6h/jn5l/0MknqyrYomA/7Xga4ouJdz43/mnOPDjnE4mPnqtqo5he93XAPQysZ+ojcGxH6pVuDG2J5ZNYl4sHwpPPJfXYnKTjA6AeXnqQy5/IT6xd/8HwSThIbHQ8ig25PorHVun6l3ntwOlrQBDxGJ5mkR/ARw7AUYTMKLKivnPqoDSZ8qcA/1UwmwGOePZD9w8CX8ri7EmuwVpkHYqW0sB8+YPQoMD3g9IiD6IFSn6m1/hfH6xSzsMi/GBuENgojD52ApAvQUv/SWlgsEb9MEOt0dkPfPYgSGGZJZ+oLQ6KqPaT2uRr+cjCB+2Zk6VxKeoS3VJbhC+h+fiwoW5EyI8otNF6BuQRu09p+YxmpD5/m2yU4s2HaQDWxpZtyj/tLR8V5O/l7e8J/L1ULsU8bJubp6+e+I8pMUsD+/Injie5Ff88Fb+h7K/H5f9Hl88Hra26j8NV5F56blvZNi0HTT19pmidSKc5/EJVa0Y+BG5xaZOyBPdv2Cz1ct8bSuocW7YBxBbnj3DkhPZ6gFrQIKBbLYJ8bnr0oua+ndVj81vXjRYt699n+tYE8slINsvgVYCC2G8A8ZgMZcPSEDFDimO8EQj6N9tB37/rr3DfvhEczfYJaPNedRlmgE2avxFYlN/g2iVEd2Zob70uxRA2Nl/fCJqQnDeaJqkOWffrfxD6q+ylhXeOPVjAEvMgeKMJBVto+v07PhchEWT+5RCmRUakXkZEYe4RQZyHMRA8wodw1FAAbxg4RK/fv8+9hEBw7V2JOuiXIjsT1r8RoMsfXZr4D5b6o8P9+38ScgZt9BuhCjOnvi0bKxvgw24L/O+E/qOho/pwYrvsoL5B6u7p0dBBFhQeFNWFl0CDQ4heUsbQfjzJ0Gl7cTI8X+oHWPhfZ2jKmVc/O8D7q24a67ln98kybJfuMoOP7vOzCmT7TBvydhzB8+iS/9Ujr2JfszwCr1IUSQ1IYAjOcfSPL+2qEB4OG9BI9NIsjeEdGN+9Is5SLSy2WUCgJIIuoNge/kqkY9VSadLC4lcQ+9WnO+nXmkKxNPeFID/p9XfE/aohvCK/nrce3Uiywk2Yh6kfEq6lfvvyj999lQ55pz4Amyw/nD/Bv6dRmJZhkh3D4Ov5aVij3N8U98/9RX5WUoojaI7/Fc99eK0VAal/CYdX5hSQs0M4LvK9dEDLuZjstVWVU33zG09+5uTJD28D/DlLPuLZMjq9MSlVh3Hp70qVDNbLLZX2sH5hjRffp2+Li7yZHIulS92c03IS5l07CXYQsS7D2QvnTuoZO5vuZ/NDkpQrL9m/mBv2OLnfyfhduezZ6+V9dVYTxpD76a6Y3o8vTNYfv2zMXNSFeC90ze1y1okz93Q9ewXeRqm6L8itxC25TjY1rdnLchTR5fIc3yOlO987c//eN7A36gdnabQ9SeLtJCv6UaDvk1xyTxO5E5+6YpZdAsaJL549Pr4rnZHrC5q20XI/ZNcHlMrL6tipyDV25t2XUHNXTkcS+8e74nc3yzE9nVy30TvaR/ZLqVp3RTyUHecibXp0ZiYz2kjNZFRcFqzgJZ1tN39hOnhp+l4mKzgLqJ4yrb59a53+ydH8JLy1EVhy1EDyCq+FxDAv4g0cW7g4NFUd7XaiKCy9CFWqgCJ1jFT3CDVmUnWPooYoRbRPiq2uWcnEgli5SJOpq3hHYyHS5wJaOWg/tjVLq7C5kuamOZHQcWzSqDDT8dZnkrNmRZUcNXNTCQ0E8yZg2w3GcyxrKqYFe65dR3cUtPI0Td7LkoqtsUUlrulWkTOfa3OcmA7GkXXH1Wjr69rOvWoOhv/RzXDU+6KhrX6mgV3INH9PV/Ncie2cKqGx7N7xRhMoBdEuFqpqYe5l292DHtiNXEqeqfjdNl1Osue65HziFWteVwO+ZGTPLcERBX3uXl17LmimLYxAz6UmuE9eA3RntZ3P6Tut0iR0NST3iu/IavU+a2Iq3N6XerI+6MfVoroqO7R6zmFXT/zUOr4fkt1qYZWqLExUDH5w/cpqbZEkicPWXJi54FMH/G/ZguTggQ2wrGJ5NHdxbY9R6+ruE0GV5bnlJrZDZ5EjW9h0srsmuXfDwR3tjkBH3DEc8K+tVpK5Gk+yd3Vb+jqCHBFMJEURniGp9n8mAiygsT7YnILuxeifxppwmu4HyU31nM35briY7RieOZjd8BmlVK6N8brYmu4s0q+SdV+JUFluKmJny8W7dE6p+P4+O72rZIH73XfboCA1Sq6YaHrHnXS9vXK6e/N1dheilWGcJGEU+4c4NAzTurrF1Jj6Ly8UVdoHTCnvveDaHU9t8rzbDqSLcdVXLseuKjy3yPsaudFUU6Yyp5VnB4UaNXhxB9F1dLt3mPvsYtqj9LipyoumFmHK2GNJILmdMKIoedvH69mRdeWJH7wXs5UiafdRsu9lLy+clY6i0IewayPpeO1t5/Pu3RRO3GKZUDs2tfKjgaXrfaaf77mspKvVzdxfooUsvozFCedXmezfzZHtzmxmp4mowgh5hohOqyqKJrGmKv06L0YWHJa1WUVrJTLQSl7hSkCVHU0rs4A8q3QHQ66pjCGhjrbDFNCuulPH9X//D9FUhIWgIVMTM6GPR+5xZrr9yJyPNdvlMOSTac3Hsj0fQw6N4SlAz529NcuE/XOdlAkIS5DnuqNxcFbvjWwn4jLBf/KMMtTB0q/7q3gJ4kyHHruWK0jmXBcsPHjkMSc5FNWeXYtyBKRWSEKbxhe2hhUJLSLBgsZwwYz2E2Eb9gPlUi6Pt8DRDckUJWHX8iK8lARPk8HOQ62LKqwlwdBwpYjiWUGmKwtQJ+W9kAUjqzLifukf5tWa1Y+BMrh5i/5ltdD33iIAXD5PD3q5trnYjwf7NaPfp4y8my7grDIJBee4WC/n50BJqrWCL75iHSB+URu/Po7eoyp6dyt7IigZthXzsKWCEepObwOoBUIJ9Ypas+Pj+sZtV8yHzMuKGRTTw/g2Za472He7utE/9FnQ9HpkHX3lup0u/CvodwP7xhkOI2v1Lnkji/KlrJyy48RXBndvaYF9SanF/9c9kNHYZfYFtOlDQdBEIUTVqI1XIgirSkYrdVKtoH64I7iLPvlbw4+6GkiRuRAER1lsFPo2dUxRJPcnRix3eZF40VJb7QSIeZQLEZYF0xeQaTmajCun+iFbQxPFZH7Xl3WNNcvVQivelSQFv2zXIl0EiyvlLYXzyqZTzeYqnflTPZy29RDuVnXd0SdSSlOjiYY7yjWxxd19Li3XmUceErYi5QAFmjPZThT6eqvuM3aiZO+u4AmxTk0uRpZNxrm2X4iclUVJsIyF0c1FcLGfBkZ3SW/HjHdH6RyVN3pG7rVg1zN29iDZ5RgaXbZ/09Ijp/lXZgvX5WmaUSfzpceUC++OtXFGivUl2s255cq6kkYvLJC4I8+acpXZvp36ymgvutb0YJC2NwrXd8/ea51eNvDy8yaChmKdME4ljEStgLYoj42EqRYkVK+VeTVMdWQs9lXlC45mXea6zfVeJuZu2umdkuNNm5Jc71D/tXW/mlAv1XEgdlKLvl1caTzK6Wh8va/2J3aQDzrqJQiQSg2O4Si/ocW2uPcqg/aFSXaZcV330DOn73R62jFcvLxQp/NLd7DssV1yXYqyNHa88/He6bBJOIUyZufhqZhidWLMyyiwOSFIjcvl0lVe3tdnZjnt6pHev6l2Iey4jafHqbSb4LEcvofqTDlspHAW3Zk8dpSbtg6yyLyGSneh5F4Xk4WTT6+sb8txhaLr1uhZFtZu566qjzM77qzvxWL3AsVTvSraNuCSfre7ytBNlFlPp18cVjzOJhFXGBdqaiqoLDohSt7nUrY0L7Qa+MZRuXXIeC9jxbxuKaewJLW8mXqf1btUsE/8YtzXOfRyKu2MZRz2xSyW6zDDQY9Rj9akzHeeefA2V2bS6Yw4yln3dlToI+RD4xF3Jv1TEPDkr51iS2m7SPKjs/zRcwLcvCrhtVzUXwH/9c+OgMzy+k8fv377ApHomMCTGroUu37GwSOoz3GS1XyUaqd4f1ur8TvPPJ5s1/DB1gr9NTy1f/n4x73R/R8f/x48fNooyTQ7gaAew9ADlidbMh/EEXTh/+T99GDifRte+EO6lt+C/FXLirjMhuhSwAvu7gUZkRGXc0YEHlF/iqs/r7QczXu+3ZN8+B6gx8ff4X8Dyl6mDgYeAAA=</docZip></loteDistDFeInt></retDistDFeInt>
