<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>1.5.11</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2022-07-14T09:11:41-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001100625" schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAJ05WZOqStLv/grizGPfbhYB5QTHCHZRFlltfJlAQEQRlEXUmB//VYHdp8+ZO3PnfhHdVGaSlZVbZWUJW+ySVVVGyDWp6rD88Y18w7BvyO2UF/WPb/umOX9H0a7r3s5l1YT5LqujMH/Lit3btkLB3G8z1pCTv8UPEDhFjX98A+OYIghsgo3xMUETGIbhBEFRFBgBTFD4ZIrjzJTGaZqZkN9+1RKIipMZG3nybEyxKBzZyJBnH/yABDC2CBvzPLMl17QNExElhLN1biMZnCLpLDq8ZU9lPKOAEDiydVJlyQxn0QFgCyBm0AXwQ5HxXjplMwIjiFdsAv5cfPydGn/Hxq8YeGIsOjAAPifMpKL576xPHrY5A9lgiX4EtolJ3UD8CbGR3hayAmwd0xQGDR5wME89nYeJEAA4WLweCD3ERqI/I8EEMIC33Gk7vIQAu8uASb21TwgEKJazIsxnQLtPGFJXVVLPmJ7Yg5CmFk1SnZL4yfyJsmeQVdAJgP4BsiB8MNlmZrk9vIpywqIfFJBFVbKbseABdeizYkySOEkSzBimBUV/ZAVO4wQJ8oXCSJogCeCI5yQWfQpB+7xIThlwmmCsFrNf04tFeyJ7M8pTMpN4TucUmBRviCLZnOogmqmojqsKHKK5IseiAyObFHFSSb3Um5ZWM85HBNNwXM5wkRXncwbghHS2qMoZOSZAAkKIvfFhVgGAl1xJAzxPtI/nr9EEvPC54jxNNVS4ck8Eie2sWBTmtyCtZvgYJ6dgVwA7AMZGqxBGG6MAYYDZWz/wNueocMGBuCuLZIbhzBgHThiPCRBwSGHRL3ap0ozCxxjFTDASx0HKAAIr2O5sDBYDA2Du+eI+IXs3/hqkX30r2KbIIaKJDKr8iTuHzO7dZnsc0k/46kZqiv3mRRGExlZdE1EN8U+8iTEURvziTYHTV6rBOf/Rm0BxYO/f9Cb6RX2Y99Lnbv1EoDcJ4J7pdIwxOI4N3kQH38VJgxRqk5x+fMO/9bslhovDwdZpjJ7A/boaqBJnzBxJRxRXBTnWo0Ap+M6VbPeV99xAe50Hom2uJNt8V0GNm2DIvxDT8L4jYxxjAKyZrvQdwUHcySn2iuHQkF66IegzgsEYGuwNsIMAxgqyuZpRDAajCUG2FcrTbKmwaA+wF/jECQwUYVjBepS9egUcCXz8RpP0BL54kthrvxJB0ePJGw3pP+1yq2z7m209iW37oV9zIFz64cuqAxms0QO/rTu8BLFwy4+oQKivRWDp7HQu6wZkjSrozvAksRlbVlkKC1Y/soLjzkgwF44gdk8edJiyUoeH4Q6M2OSD8UlEew7BlFXjc/x35p909IMV/VQOnJRc3PvqGVcTMW2FM1TBRFx1Zcp/IJpqeYD+BzJXf4a/P+VAaggwNcC2M5E/n4/I0DEfa8DMhKdQ2cByD63sPXblhRn0OXArgNhrb/6TMLiiH0DGl8VX+kBgr7Kw+iBDEMqDHviQCL1w/UnoUcD3kzIgT6INNPxKh/h/Sq8rOAya5JO9R8BSSfq5FgDZK9Az+qD0MLBH/TREhejqJ756EsTkWuZfqAMOVFE/ndPH//qM6pP2EeOr2TagaD2pA8Je+zbj0wrYBKCfYUCfcWmqsKiHhmUwCe+blqd5w1vYej2rMzWhGYrEKFidMebX6uzanOGsORvpgZVpu5Lza4keChjB0PQEx2F5gAXsJsHKB08/GxyRNqzunOOYmooI0oazpT+Q8ZQCBjz5/rIIo1+V7r148cETFJ9+ZBNgrmeoIidKYHrSGx9WUQhOAl+yHRMQB5w9g5TTPkoE2Oo92lP5GU7Sbxj5pPJg1X4l9MOd5zDta/IKjv2TAbwDeoXPj6BCAvrBiPbT+i2URT0gnPPPVtOW5DdDRj5bFuTPe9CeDwGMT65/IWIS5WEVRmGJxCUi3c5JnMVl9f35okQubYKUNQJrWdtAAPSpaVkDCJwtYFYYJ5c2jMNTAtoxBMyp62yXRWFc1n8gyWkb5gMI+qSi+fIGTs+uEEHOQAGkbvuwVHCxCrTyYIjDGinBemFUJgBLkM/ogdm9YmEDj8YTAhiTW5YmRZSFcB5SJWmb9zpB094QG0Qib6GVoOi7CEWMCZQAvkJeEXgwItQb+Ya/Td5w4BKDgwe+AI428OhbCrgzYP8FfMfZrqqYyKSEdM6Q3k3EV1WI2JALdVZvQIQjWdDNEiKtNIZgcJr8IOrckzhlyGlfEmEYn7URBhYd7iwz1slScGFoqz+78XTjt7JKUdhlohiDAoa4ztJ/fBtmJaA13oFNLoRFWQCH59kjbLKy0JNmX8YIl6fg0Gn2pz8T6dpQKo7akvAKxL5GOFm8Qgroa6lvCPpFr/9F3O8agivVa70P8V6SneySCsQsQTxb/fHtH3/3ijZjXZgQu7I61V/gv6dRUlyTHGRZ/Fp/GNYr9z+K+2t/oV+VFEGS1s3/x3OfXhtE+GHeJrOXZXG6R7v3mxMvad/w22LM79YbLI3KHyz6lZNFP70N4K9Z8hnPgXEhJytvbVzI6bkab2+P+qaQYj7xD+VcKibyvb2pGqkFj24yVXDvBeOXgbq6O+J6eVrTGl9fmGp+JGlsk0rn0Smz7jm9N3Ty3KaMud3s5nfT0I9+JU/GsYZNH+r7KVwvjFYvlofT3rS58Xaujw9X+Zwd148qnlDEZbHxbWU5Wkpr38DdQLC5+Da5iKVP5e/lOqxDO43nejYp7Y3+CBlR8/KLJIl2ubTaIPHXVTbftjVxwZdrRbjFrpg5I7Hr5KL1k+vWQJe3ozSN3PBFViv/jmfHuWFfRS3sdF/PsoMk3t43KOa3L9LYOOyO043uTISpti7UUG6qWBu1fJJH+C51nEn6wvjT9Tood6vzgtQE3NypR9vT7LP148fg+C/OZpfJfYjCO7hNiCE8liAkJNVQK8FBq6vqfCMKAu/dU65TeS5VVV/uMp63VX5FdqIVLJblRt1fI4OzJI23uG4Nbn86d1Q43JP4vS5YuXqTHpw94lPD57nSFY656Am4EJ3kR7jubrLLucO72hUlWVRlY+XKvuc4PGG4UqLzXS+Mu+m+5emphfnOyJdyxfEMXpXwhXuUXXUe4DpPvouuetdF62aIEma4VqfLJaQ9fqN16S66CQ9uARce8VzgcseFo9t6J1mB6FvWUurOCwvnGqtY7CMir3Wr7oThnSp1C8c5SJ7Oq4OZN12zTvI9OknpyF3LbURIt/mBiz7Mkj1glmTIXm4vbGC+5fCG41HArb2J7zrv9YKEm27qjxQHmt50V+pGusjdTDG9zUUu/BAGjMijwj5vTvkhWNtXVQIwkWMB8KVy4IJPPu9XvpEq80tVgpKxzux6U0TpYcvWUTYsL0otf2FY/ll2cz21gZMtL3dV6baysdwF/oZa66AV4c0D9xjprn43DmoHNOx0N7qDVOHVA2fw6fGyP2YK02E8SAmZ40yBs6YcfC+kSwBL3MXFdtnaW9KaZG9utDNq8KKbU3RBbxjZakzC3nTpxY2WomkuwsWp4OTJoaumdCxxO9Fo9gb/0m527vUS19rdHa8n3vU9Fghjeja9Ef6YpPLa0ZJuTu+5eHI8vJTdYb4+VmY2cfhEP6HjlcVoGlq01aFVH/eDERwf5dKwTZPB+F34eNQv9Cmi6XQk3ZiLqu4EtcLLwlrptLPeU2YZKK4in43yfcOhq2IuqZNpUMfR+rqbvyxbcoMug1bhXUw/60vXVxJS1C/WKG/txH0/bnVDeMes7V5ftVnWbQ9xa65TraAkUb93mRjvD6jxbj3ivcHQvrW/dfJkuT1vF/uKvxKUcse2bjsK76pAECFNGm1oRQKV3aedZoH+0eL4klSFw0MQuLLu5jDSNnbg+bSTS85bMUZ0sXMDJ9O1tkn1qquSEelNj3IFNq8VqMsu4HnLm4NISa7La7p0VAShVjjLk/kHJ+wPeBnP7c7MpteAMI7aST5EBFPH7/ZZOxnX0dahsihj6mCsXoO13gSEf4+VHBRbY79d523wrjcRgZ+3a6+JD14biXGmq3MeJu7clqR0e+zSbQg21/k6igi/Cd4XhxBsqy3GF1Hhd9uxfd2e8n2sTNuAYBrttLiXgqXwa17nLF0o+dpVvPPKw7zU9WTHwnLePU7TkS0BAnZb+Ed/4R2VVLECOZA6nuvMVOLB3hP1m/5QCf3AwcS+GY9lanIfPE6q3fRGP6Rwb1IjQ/Q6Q+RAuVEpQ4wgPOyG//Jf8tGHlvOSI11RTCF9DDa6ShoHnTQefNb7weGk9YPf6DKYcIITVD4QeUOX6p/BABVZPjD/FozR12g8g3HcEsZDI+wuuON78H/YvC+wcL05B4TchGtqH93xBwhOs3GobqME3dzq0yYf8XzQydyXtOjULxrokq4q6yFyUykNyC4N6s6ieb4UX5TVeo/Fc47W7swhIKx2FKyNx5a44bFy/IycRtwOQMO/0AonDIc6RKeus5e8UEqCMlqdfpF+/z0R/04ejmAiBuNFrfMYLMWxmFprngfnyi4nslVD1/naNC5OGR+MhXY/gTOLM3uzrSnP7abw51WBT7j+SBz9diaKaQrOTjGJG0LHxiv6fqbKFBPmK9Hu6JqJuFUpnGOHXi0Z0xSdTju5llMQe705HLcj8q40UjNX3vPQxhbl+OVxOtUPgzxOonJJN0Gob9/xS2CndHuahCXujTf5TfPelfAaitnEVWwh2osGkZA3frQmjZNC65kkbQ/KEV0e5wy+v2Xnqb/YbOP7JX/h9h5pCZ1/2ESMTdZEIK9UzGQu5YvHbGtt6c5Jo85eWnc5Aj1DfsZ25U7xk8JuFbSZLHmqEc6b+HalfDWNybnvSfl8qjwyatWOS8G+u0wUEzVark7menvkt+tz5gVxNNrcq6OCy27Ymicbz/ltEC0oBZ881vdGWePnSVw8NO9FvxJCdiMm2GMaUNnN17tt2mLiNo/KEN/iLy8XeiqOImXvdtE78/Dz+fU+3afV3pHPVxLFncC78EcVlLqq4lExjePL1FAYdSzQ86mIlcR+F/vHq93dV1ExttbNciTpR7TAN4nxAo76fKFrL3kXH92WIO0tsT5SJrdeKi/oWTad+aEwW61G/Z3F5cW8pu2xhHH0oto/qnDctcEo4SlazXJc2xSTG5GMtwx1ViZcsLxgSae0kl5XY0vpxuvUMYsmEgldei83Hs6LcbstdS2aizU/TRs/KtcjjCkyvq3PstjyzYZ48aPgzBlrPWD87rafbPgXcNuMJKMr/aSk3Echl5ibu6fmZZNaEy/lHu++WY7t83J7HHlZtWgxTRfEOWDqNrT/CFj095ZwoAztIvrZQv5sLvvPE0n/S28Dv3/9/imr2K3Am/6zmBrj/Z1rylAYSU0n42///tkGTOfOObicOqt/gkvtP1cahjH/9Mn+k8rwho32n99S/sfrG4sOc9h4byfRtil//3JFfscnP79cPXnYAqo++01pFh3IbJyloLP+i3vRk4mNnCYEoqD8AWRvetlk13LGtQ24mT3CuERKpK1L+JOCIb8m8CelgaO/pw9rok83A+j5hXP2f067qCHrHAAA</docZip></loteDistDFeInt></retDistDFeInt>