<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="http://www.portalfiscal.inf.br/nfe" versao="1.01"><tpAmb>1</tpAmb><verAplic>1.6.2</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-06-12T14:25:30-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAKU6aZPiyI5/xdG7G7EbNV2+Ac+6iecbg++L48uEsY0xh81hMBD741dpU9V0v35vZ/Z9KFKpVEpKSSkpKfhylTmnKsGu2ekcV9++MO8E8QW77Xfl+duXdV0ffsfxpmneD9Wpjner4pzEu/eiXL0vTzjs/TLkLTX7S/QwQVv09NsXGGmWookew/YpliA4giBYimQBJAGkeiwHU5pi6T7L9kGvH7QEVmk25JNQHdIsj6ORTyyYPOkBBTO+jGv7MIwUSxZ8TFYwU/Gkd0yQ3VD3dIRTcDvEPEVSRP1JEgCJonu2z+Pdbn5fpUMWhKCRP2enIhuSPN4BfAliOl2BHolM18q+GFIERX8lel+JfkD2fqd6vxPEV4KGTx7vCIDOjwulrP856ZOGrw/AG6S2I5xdzs41mj8hPjEvpaqBLUh6QAD+OYd9+v7QbUQAzEH4uUO0EJ/I0RBEoQFWhf2yW0QAvyrgSO1pnxA4MFWLMt6hLZ8wwjqn7DzkWmQLIpxe1tlpn6VP4s8pf4CoQ0YA/AfIg3tRMA5J6p18J2ga+x+MfgeCDzw6KyiQ7Qs4rmQ54+GPgcPjLZK/WdU+G+qmJGOiJ/i6gUm2iSmYbsnIvY5ny2Fg+xiEgKlLABiBLPB4t42/qTGY+2U3rLQoPivT7KS00m9GfhoKEfBSfF1WrEDBxqEvKYZu2UCPVvnyVA0hbCEoAOBvYlycAHB0T3BsT7dGSOQT2TrvR9fBDvQp64KsmIi0xUGQ+w6Po1iXFGdIcBxL0EgGmvGJEyPPEuwAeLQwf2uHz4N0yFVVZhDPJMnQPbh9KM5aFI+/HFFXhtSgR7I0SVEkCcEPCF43h08dAQIfCMqQ6Q0YiuOQ8WHGS14wpGECA7BrOaVtfLa+Yfss0af7A3AY3WN/dJhi+piPf3dEq0sX261BwW3Y2PYswdD9QMBUT7Ak3ZdsTNDgLnutYxVLEl7t7+PWh/2lw244MbEBJho2bNJ/w3QdgiICcrT06SBpJEiCJ2CC7wvzX7iII/o/umhke4FtCBa46h+4iaTJQY9DVvvrbiJIjh4M+hzDsT96qbMMulTKZyr4nCDv9RkwM0X2SJKkO+9l+7jYDSFbv+eny6Eqk789x/cyqyFF/3cSn3bx+you4vJv9Skuz018ek+qPawhZ6LdkJJaAWlWY6VeZ/tvX8gv7X1O0cnQYHp9Gi7lgAwklUDB1aH5RBGsoa+YmBbo4JZ2CidHa5Jhe0pgdwk60A3FsrGvmG468BmIVJ+YaNh/OhLuqP8FGEfxbbiccIkhQTC9/m/9PjbR3jEstDCS5WhkwVaiJZlDiiMghJEaaMYnYlZmKwwHz6i2M2RJAtJ2C/IXqdoPJxqPtwB/RJ80xRBQbdD2ds5fwxKNvfc+22NIgoHAf6L4ayuUIgcc8d6H+nP9fuzgVCx/OnqL4i/t0ArtEMd2eBXb4UFIC/wkuFsExwfVRwggCMwKWZZhCWpAMAxSpkXwrccQRKAaC1fjY86f4nONwrw0qjobQk6hpwQJxZlCVa3F8cdu6akaaNahUzVePksY9RWFWovg0wjqAqB7n2iE4PEPQXgXMsX+UJ1rmOuS6XefBDHkq1ORD3s83o685AdDJBGNqBiLEsoxHcBf4ePF6Ah1aJmRg6cJuyl/bQeaA/1pBig7LP4hEn9q4OjIZ+VxyKGs1kIIaQWdHiz51AN/IvF2h6P77YewK45PhT8IkUpkHzL1O0N/KIjIyfce26rX7r2iT4rrvZMDFDoIhX/yw9u5ZKu69Tn+SUnPTf33XmeLDybXJ0DSPeadQuQfK/grf/wT++kpaOGEtI1tFAC/Y6/Bgsk1Bn4u0jiFle/uR3gIi1ORxElctSvPeMGkKsWkXZGViBdEZZ8iMAjJIq2wNMMg+xwgZDCYJR9E3+P6axvH7x8XH5N1lElsyCECZBCwJSR5/aPiQxtgBR6katmGFGIImGMbuqRDKVFkxROgTYBUCBJOnYoc9xtBYP+ByVl5fp6H/I2msG2OG+iifRgBZUTUn1U1im8URO0N/EVY/joA2wGydlWibuhlxl9VyQnVNqGjle+zbs/L0sv0Y83L9tnrYjdveX5wa5VE8dPq1wbQc9bCQPGcdtAT42X1d6TX8vx14ruqpwwSREvbQsA+yzv+MPJX0Ddppy0AiuudvjqCnefEec7k7FrtPlDd5Fd35h+H9dW+oMSDOHQQf0Wd+3etUV+Nf/oPfzq0rYPdG6A7BdlmnueJulX02vnscHocyxBsG5jcjx1OAC2Lj00FD2shaAMD5afuE3VdDPRTvV4f6jbV1e2bggr+0MO0EDqfyMZsz4fQtaCHofro8fMk6PoRSTAhMQn+L5oR/FXd1oLHCD6RnBbgMzhpIJii7UG9R6c+QCQaLzm/m7docUhD7QXTUR1aBP4tT/zDZEm1BKVWMVizVOHz+6sOagpCgE9Qfn/xQTv/+8gwIBW9UBltZmoZpxcQVMrwSaA02EJQe7Iy6WoSSXwlSVR8EAYYw/ILo5Yab3ngnbaHOG+bGweN6CkDY1dXW0yLR91wR3BFn6+Bj5D4x3b80DGBTFEkT0CFN3E1RK9QSEMeJB9Z8aEnEGRIR6jtDKH70RfQgtoYtAuQuSTFh26nS2F6ZD8zT8cGsUTNq6xIhuDZ8KJRMHjPfL5wHMXTNdsHCIQAR3hLuCGIMtsXC+zxfV3VkSb+byBOFIwObJ80Lytoux6hSaekH6LYhTgGhId6cHg3w9vZBnmCZCvdK/ozxGE/UkwI4BEOZ0Jv7pmuQauuo/e2AI9vLTRandCx3zFoqAVPR+kamUkXjN9a7gN4EKPNJIMA1AXKuty2jEDogFbfywLqHQMQ1V5CRIreDr7iRR/1RbEixQB1QTU45Qh5Ac6veJ1WsBwgpeAgYDTTDsBR6MkBjAJhhoX+v2PMbxzFUYD5U9q2TmtfGfhrNHhwxYIs+cgcNDTqfQ5dEhJ1Xc/MAUWpjqHselUKd6OticJun0FFwvz4VEODVKEnzJPq2ePD+/vwR50lZZFUf6Sr7A9otup1djn/DbLa9fxzT9++KyDdDKCGcgTz+dB41RHvvrkZ8n6Rl3F9Of3qe5+Gfq9OOQ7tNoETHA4E6bnI/+1LtytL9XJV/aVtUlxWcAjoKB5xXVSlmdVr6BeEXQ4Hr9f7X7EJPMSJxD1F+gqsviYkU35FGHgIsF9Q6/95hD/D7metTuf463kdky0nL1tlJ0gtGRZ6+rcv//ZXv9Ma8gFKlqvqtD+/wH9No6y8ZrvqkKVfzx8Ha5X7k+z+b3vhr0rKRQ59xv/Hcp9W61hAn3jJhn3DmzJT/w3Xmd5jg79NiLUZarV16zffePyVksc/rQ3w94B68WdHKFzHDVMHvR1jj7M3ptFW+9L0pp65CIloXbj29c0mlXRp3Jo5d34TpxOhf06KxSwYJE6zpciVtrE22+m0eisuqkFI4YFyJZPUNbfGJ81IG2z6Pb1JDtvT9KQ4TZCrG249js3x9XJRAqk3GsAO09ucl0m6vFu+f2s2DLEoN5PB+VQd40LZLvBj8TZyzCs9KkR/pbpNr7lrI3EpJUmg9Djc7Bd2nZlCI+/EMPIoemZvY7FI8LnQW96OR/I805rbwI7U4q6tt8fVPGO1qy1dI4HUSvcWnCb6yO8v2EnonoL5Kr3Xi1yejphrbczDnXh1zlUUUKZNEnpkDQ5rpccGdiEVb3PzoEeucQgZfVc+3L4hhTnxEL5964z+Ymh+kt07D8xYgpNj1FYgSMpOdbGCawstkgkd+HgjSWLey4VGF4VcdxM3MKydOtnZ832xpS/CeZCzD8ES8+1xvS00riFEwT2rgiwypntuJHcuR66rKc1YCjdKYIqKJpChIq3NiR9arhGO7/OZdVjKCmXKbrd2M+uQijbJPiLms/Fh7otb+PMXU2sXz7y1rix2Cy26z6dNvtAGuVuO1wm1O+sSkYfbhWR6TaPlrVxZuVmiexflxWxMxCBnQTEtja4kpCkyMznQ76a8vZsP5W4Gws2KKoR7/IRr8lxx/+l58ubn8ximsO3WhEYKSeGmyIIt5lYkCokpEt5hPvV2y6ly06A0dfizqaiLA5zt6lLcZbGP7ospu4mBRn0I0QeNvDEbc2OS5ka4mbLQmIHJmsG8sYRWN0OWyABsdV+ArZL9bq1rYDN1vJtT0SHVlNzbR1uwx3opidvlXZSSvfqIwZYG2Njb6jd1I4SfsqKx5hbizggtO1Sq3A2Umx+Io27dNF1lZ7mEm7u7sRgSO1NXLCcII98ldo6uhLkfskoUWWG43Ym64qm6KvoB4UWRwkGbokZ+SPQsOaTNTdiAzeFPgHMpyN6FKRCa5B81X1/SsqtAXIWCwOii3AhofSJUEJOuJBHyLYvKxVZqiPVhLZ4dSe55/aC0y7szUXv+IibTq1U/6kFkkDapO+VM2U+jc7SvpiKRL97g6MLikN5Xxw1upG9vzc1JNYEr3paHnoRXV+5opXqf9W7C4HYr2bRfmJK+v10uk8v0vPKkZMpmE6ahBnuqmG+2zsyfE5dLdISbEkleRpwXx0XSl/rr3jRwssimB/juurxYqpJtvfDIbK6i6BaO9OZFfeIsjO3pjpGccXVyzsFKUufHJrPcQpWycp77mTLjfEk8rDeLxVvhLMfsfQkJsZHdPFjjxjkwZ4NUYZQoGw8aLhkb+pTbiaq+Vm5XQybcRbyI06CwiGupPfwR7vi+NtMWp4Hr6VGxnvt7e2XXQg49paBt8tx0IQ/IsiyJ1wbiyyM8UddoU9eISiY0cSqagmsqFTgI/AZ3eH6zg4S2A5225JyB2CStwGzaOP27P5O1HgppyQlhqVYQqpZbSeEHT6kSG0XbHhw3hDtOqH6AYkaJgkiJpl5k5v4usv2Q8ytx+7FHrkRBkTcuaT10EmSwSA40xLdKTD5oRpXAKPLPuujKfLHfPeaUena1XT2nvOJ5Ly5ziquN/fj+vM+p0kBJEYRm1NljI4p5o1ZCGNIkXi773jwV8kt9XDHMvlRoa/4I9WbV0ebiKG/SjUiI+SIPBEgNbtPEG7ES8/wk5ooquokkeIskHnlEIldXg9ptEol80SW6p9oO4PRi7K3r0meLpODgrotXyIHEkh4flndum2jm1Q2tlftCPyPRXeaUUAH8L9fYZqHNm3zZtOccNb5Yg9/PgTir1GkeMgvvX9TrPKd1pNdLPmYh54xHls+Z85m3S2hPDrfAjx6fTTXOo4nor3dilY68xi4G13hqNcb0mWMl9prOPKgDt01SsJslRVzmpX6FutEsaQtyHXePp4PrUrPuBqHKr+dFNcB7hNdAU4nFzCJccmyC3vflM0eP3IEorAaQdExJzMDXbuu/nSjOG1WY65NmDnc2HEFd1CTprEFuUsXGVOBenF98CfnJF8uHJJayuHrBN0K1CP5FW25aG04XB4jZ7ZL+B/7ecWBbtrEos7Hd73qbgqYZ0zWRjoSeceeucxrZVd0YUGOT0juAnHJZkPfFXv+1Pptf1HzBloRcEbaVJjHOOZem+C0UJ2MzGSzuB49dXB73MqNnq0jsufpuocCFkqeXjCg970jl1yzd47HoPWJu09OYRg8Jq3Bsw7Lp/pgNSc4ZR5NV0PdWY+NhDLZyJW1Lq+rP15o0ZR9nNxTreE1S+YN50HhB1mQ9LfZz6rQN7rI2Kw6bk96fRG6J3+J4sd/ft/pseXgwUJmFSTmuB6c83lpbbX1Pt+5xdNuS+7U5stfkQdcWpSLULndRYkKWypmzzfIFO1Ie1MEZi4uD5yo+WY1y7XEiZ1ehnsdKerypu+q8kKlN6jor1jbIitE5AxezZNNLKTo2j5NM3Z8keT9SL5a50lassYO+UE/Z6SKdrIOjLxaxOmZmp+VBpnvCyJszxNiQ+4JOLSfKMi3lOR2Q9OU02CeNlojuphorUVLcS8JnpklqTRICx7N04u/ncbMtTsWbOuMqei8X4pkooABG8iQ937Pdg2Q8fUz21cCBehOuDtJll196Yyhbs91lsVoNDloNxlSv+XVmv90t/ZHsHgfRXKrT45ypj4N0O8D71+hWZs1mMD66R2qQXKS+SXF5YvvX7ZXoH2ndsWdpylLTN/dtM1Gkzbq5XI2eVmxFQmUiXY/mg7RWJqexM3k08Smm67dTzIw88R5tHNWjr9Nis3PCa7MMe73ojSTftJsQJZP56h6lZmMV9em+yBT78tZPhbe3c2Vvy/xhX9R6zq1u27fHNXC0zeP0NmrCR7TWoTH+uevtMF1HjH92yd/7Z4DbxzR6l6PfQ/z804Zy5cBK+zMJPSXbJ+VgwA1ommPYL3//b3rYLhx2RTL0nT+gIfjDMeDp+UfEtP8871b4ZI0k/pXXKY93e/h07WXJsq5+/qVC/4dfKjxp+BKpPvxJaR7v0Hxa5OgfQf/82fck4hO/7r43BFVakL+ZVV1cq6FwQV99POK0wirscq6wNMYs9WuGvvXsKNpvLDqZ+NPMAD1/8TL8X1cnAP77IgAA</docZip></loteDistDFeInt></retDistDFeInt>